Last Thursday was finance minister day at Brookings, with three separate visits from European finance ministers who were in town for the IMF meetings. Here in Governance Studies, we were delighted to have the opportunity to host Czech Finance Minister and Deputy Prime Minister Andrej Babis for a wide-ranging conversation with our scholars, including Darrell West, Bill Galston, John Hudak, and myself, as well as Bill Drozdiak of Brookings' Center on the United States and Europe and Jeff Gedmin of Georgetown University. Brookings has a long tradition of welcoming distinguished European visitors, and so contributing to the strengthening of transatlantic ties. That is particularly important now, as Europe confronts the destabilizing effects of Russia's aggression in Ukraine, the Greek debt crisis, be continuing after effects of the great recession, and multiple other challenges. We were honored to host Minister Babis and we look forward to many more visits here from leaders of our close U.S. ally, the Czech Republic.

(Photo credit: Embassy of the Czech Republic)

I attended a fascinating dinner earlier this week with Greek Foreign Minister Nikos Kotzias as part of his whirlwind visit to Washington DC. I shared with the minister some reflections on challenges facing him and the new Greek government at home in Greece and in Europe. When I served in Prague, I often urged the Europeans to take a page from our U.S. approach in 2009-10 and to avoid excessive austerity. I reiterated that view to the minister, and in particular pointed out the need for Germany to do more to help (see, for example, my colleague Ben Bernanke's recent post on the German current account surplus in his Brookings blog.) Paul Krugman hit the nail on the head with his recent column as well. On a personal note, when my father found himself trapped in Poland in 1939 is the Nazis invaded, he made his way to Greece, which gave him shelter until he was able to escape to the United States in 1940. So I was able to thank the Foreign Minister for that as well (somewhat belatedly, but all the more heartfelt for that). I was impressed with the Minister's grasp of the Greek financial crisis and the many other important issues confronting Europe.

I had been mulling a rebuttal to my colleague and friend Jon Rauch’s interesting—but wrong—new Brookings paper praising the role of “hacks, machines, big money, and back room deals” in democracy. I thought the indictments of Chris Christie’s associates last week provided a perfect example of the dangers of all of that, and so of why Jon was incorrect. But in yesterday’s L.A. Times, he beat me to it, himself defending the political morality (if not the efficacy) of their actions, and in the process delivering a knockout blow to his own position.

Bridgegate is a perfect example of why we need fewer "hacks, machines, big money, and back room deals" in our politics, not more. There is no justification whatsoever for government officials abusing their powers, stopping emergency vehicles and risking lives, making kids late for school and parents late for their jobs to retaliate against a mayor who withholds an election endorsement. We vote in our democracy to make government work, not break. We expect that officials will serve the public, not their personal interests. This conduct weakens our democracy, not strengthens it.

It is also incorrect that, as Jon suggests, reformers and transparency advocates are, in part, to blame for the gridlock that sometimes afflicts our American government at every level. As my co-authors and I demonstrated at some length in our recent Brookings paper, “Why Critics of Transparency Are Wrong,” and in our follow-up Op-Ed in the Washington Post, reform and transparency efforts are no more responsible for the current dysfunction in our democracy than they were for the gridlock in Fort Lee. Indeed, in both cases, “hacks, machines, big money, and back room deals” are a major cause of the dysfunction. The vicious cycle of special interests, campaign contributions and secrecy too often freeze our system into stasis, both on a grand scale, when special interests block needed legislation, and on a petty scale, as in Fort Lee. The power of megadonors has, for example, made dysfunction within the House Republican Caucus worse, not better.

Others will undoubtedly address Jon’s new paper at length. But one other point is worth noting now. As in foreign policy discussions, I don’t think Jon’s position merits the mantle of political “realism,” as if those who want democracy to be more democratic and less corrupt are fluffy-headed dreamers. It is the reformers who are the true realists. My co-authors and I in our paper stressed the importance of striking realistic, hard-headed balances, e.g. in discussing our non-absolutist approach to transparency; alas, Jon gives that the back of his hand, acknowledging our approach but discarding the substance to criticize our rhetoric as “radiat[ing] uncompromising moralism.” As Bridgegate shows, the reform movement’s “moralism" correctly recognizes the corrupting nature of power, and accordingly advocates reasonable checks and balances. That is what I call realism. So I will race Jon to the trademark office for who really deserves the title of realist!

One of the great parts of being at Brookings has been the many champions of government reform in the US and around the world who have reached out to visit us here, meet me and my colleagues, and talk about how best to transform government and make it work better for people. The latest was MK Erel Margalit, who before joining the Israeli Knesset started a leading venture capital firm in Israel (and was the first Israeli to make the Forbes Midas list of top tech investors globally). My Brookings colleagues, including Elaine Kamarck, Bill Galston, Natan Sachs and John Hudak talked with MK Margalit about the lessons he learned in the private sector, and about his efforts to bring those lessons to his work in government. 

Coming not long after our meeting with Czech Deputy Prime Minister and Finance Minister Andre Babis, who enjoyed similar success in business and has ambitious reform goals of his own informed by his business career, it was fascinating to talk about what does and does not translate to the government sector. MK Margalit’s focus includes supporting peace and economic development by developing enterprise zones in and around Israel that encourage economic partnerships between Jewish and Arab Israelis and their businesses, and that include Palestinians as well. It was an impressive melding of business and government methodologies. The meeting built on similar ones we have had with other innovators including CFPB Director Rich Cordray, former Mayor and Governor Martin O’Malley, and of course DPM Babis, all of whom have in common innovating to make government function more effectively.

Editor's Note: On Thursday Brookings Visiting Fellow, Amb. Norm Eisen addressed the Italian Parliament to discuss ethics in government, highlighting efforts in the US to improve transparency and accountability. In the speech, Amb. Eisen argues that while ethics reform can be difficult, it is an absolutely essentially part of any democratic system.

As Prepared For Delivery

Signora Presidente Boldrini, Madam President Brasseur, honorevoli Parlamentari, fellow panelists and distinguished guests, buon pomerigo. Thanks for inviting me to address the urgent subject of ethical standards in political life. It is an honor to be here in the Italian Chamber of Deputies, in this beautiful and ancient city, to which we Americans owe so many elements of our system of government. And in my town of Washington, DC we also borrowed a lot of your architecture, so we owe you for that as well.

In exchange for all that, as a small form of repayment, I would like to offer some perspectives from the U.S. as you consider the adoption of a code of ethical conduct for the Italian Parliament.

Since we are in the Chamber of Deputies, the equivalent of our U.S. Congress’ House of Representatives, I will start with best practices in that body, based on years of my professional life—too many—spent addressing alleged violations of its codes of conduct, including as a defense lawyer and later as the co-founder of a government watchdog group.

And I think there are also important lessons to be drawn from the new, innovative code of conduct for White House officials we established while I served as the "Ethics Czar" of President Obama. At his direction I helped write that new code, the Obama "ethics pledge," and although I am biased I think it has been effective so far, knock wood, there have been no major White House scandals. So I will talk about the lessons of that code of conduct a bit as well. My reflections are those of a friend and partner nation with plenty of challenges of our own. So I approach the issue with genuine humility in sharing our successes and failures.

I. Government ethics while standing on one leg

So—what is our U.S. view of best practices for the contents of government codes of ethics? In the U.S. and dare I say internationally, there is a pretty well developed set of best practices. In our House of Representatives, for example, our equivalent of this Chamber of Deputies, Rule XXIII is the Code of Official Conduct. It provides rules in four core areas;

• one, for regulating conflicts of interest, that is, situations where personal interests or financial holdings may conflict with official parliamentary duties;
• two, for gifts, particularly those from lobbyists and other persons interested in parliamentary decisions;
• three, for outside employment of parliamentarians before, during and after government service, particularly with lobbyists, a situation which we call in the US the revolving door; and
• four, for parliamentarians’ proper use of official resources, that is, hiring, staff, budget, travel and such.

There is much more detail in our code of conduct, and a few other rules as well, but those four items—conflicts, gifts, employment and resources—are the key. These same four key areas are also at the center of our codes of conduct for employees of our executive branch, as codified in our statutes and regulations, as well as in the Obama ethics pledge.

I emphasize these four key items because, having helped draft one code of conduct, and having often delved into many other codes, I sometimes find that I lose the forest for the trees when working with these codes, that the priorities at least for me sometimes get lost in the detail. So I try to keep the core always in mind, though I should add that the content of any such code must of course be particularized for the circumstances of particular government bodies and jurisdictions. Thus our U.S. House code is five pages long, elaborating on those four core items, and the House Ethics Manual of official guidance for the code is 456 pages long. Our Obama ethics pledge we got onto one page, we were proud of that. And we made everyone read and sign that page. To be fair, we could do that because we built on and added to other rules which already existed, and we did have several pages of definitions and references attached to the pledge.

II. Enforcement and transparency

But a good code is only the beginning. In our U.S. experience, just as important as the code, maybe even more important, is its enforcement. And here is where I want to share some lessons drawn from U.S. challenges in recent years, and how we responded. I am going to add two more items to our check list: enforcement and transparency.

Candidly, even with our parliamentary code of conduct in the U.S., our enforcement has sometime lagged. That is in part because under our Constitution, the ultimate enforcers are the parliamentarians themselves, and so they can at times be understandably reluctant to sanction their colleagues and friends. It's human nature.

For example, from about 1998 to 2004, there was a seven-year truce in filing complaints in our House of Representatives. The government watchdog organization I co-founded helped end that in 2004 by writing a complaint together with a brave but lonely member of Congress who was willing to file it with the House Ethics Committee. The resulting investigation resulted in the discipline of the member investigated, and ultimately helped lead to his party losing majority control of the body.

Out of all of that came a new enforcement tool in 2008, in our House of Representatives, that I strongly recommend to you: the creation of a new, independent entity, the Office of Congressional Ethics (OCE). This is a nonpartisan fact-finding body that investigates allegations from any source, including whistleblowers who might otherwise be afraid to step forward. OCE then recommends action to the parliamentarians who constitutionally maintain the ultimate decision-making power. Most importantly, the OCE referrals become public, allowing press, civil society and voter accountability. As a result, I believe, since the creation of the OCE for our House in 2008, there have been a significantly higher number of meritorious investigations there than in our Senate, which does not have a comparable body. The total is about 46 OCE referrals and about 20 House disciplinary actions versus just four letters of admonition by our Senate in that period. To be fair the Senate is a smaller body—but not that much smaller!

That last aspect of OCE enforcement—transparency, and the accountability it brings from media, NGOs and the public—is the sixth and final point I want to emphasize. In our U.S. parliamentary ethics system we have many transparency mechanisms: asset disclosures that our parliamentarians file, disclosures that lobbyists must make about their activities, information in campaign finance filings, and more.

To explain the value of transparency, I would like to close by turning to one of our Obama White House ethics transparency innovations. Starting in 2009, we for the first time put on the Internet virtually all visitor records of those coming to the White House. It used to be that just to get a handful of these records you had to file litigation and wait for years to know who was coming to the White House, who they were meeting with and what the subject of the meeting was. Now millions of Obama White House visitor records are online, each with a dozen or so basic categories of information: the name of the visitor, the person visited, the subject of the meeting and so on.

Why is that important? I began by referencing the Obama White House's record in avoiding major scandal. I think there are a number of reasons for that, including the President's own integrity and the new code of conduct we put into place. But an important part of that success story has also been the fact that records of White House meetings go on the Internet for everyone to see. That transparency brings accountability from the press, civil society and the public. That transparency and accountability has in turn powerfully reinforced the code of conduct: it has discouraged people from having meetings they shouldn't have, and if you don't have the meeting, you can't get in trouble for it.

So the U.S. view in one sentence: regulate conflicts, gifts, employment, and resource use, with strong enforcement and above all transparency. Thanks again for inviting me to share the U.S. perspective. Grazie!

I this week had the pleasure of doing a podcast debate with my Brookings colleague Jonathan Rauch on the question of whether we need stronger machines and weaker transparency in American government, or the opposite. Guess which side I took! This has been a long-running water cooler and cafeteria discussion between Jon and myself since I arrived at Brookings almost a year ago. While we find some areas of agreement in the podcast (more than you might think),I remain unconvinced by the so-called “political realist” school that Jonathan is a leader of. As I have previously written and blogged (here, here and here), I think the realists are fantasists, disconnected from the actual reality of politics, including its risks. We need more transparency, not less to deal with, for example, things like corruption risk, particularly in the post-Citizens United era. Indeed, that decision itself embraces the value of a vigorous transparency regime when other safeguards are relaxed. My belief is that Washington works both more efficiently and more ethically under the scrutinizing gaze of the American media, ngo's and public. As former White House ethics czar, I often facilitated administration openness efforts, including as a means of accountability, for example helping put the White House visitor logs online.

Jon and my lively debate covers not only issues of transparency itself but also applies them to other current topics—the Affordable Care Act, Trade Promotion Authority, and much more. The debate was silently moderated by our colleague Ben Wittes as part of his “Chess Clock Debates” series. With only ten minutes on the chess clock each to make our points, it was a concise discussion that hit the fundamentals briskly. Thanks to Ben for inviting us and giving us a public forum to discuss this critical policy issue.

Now that that the initial revelations regarding the VW scandal have sunk in it’s time to begin assessing the larger significance of those revelations. While the case and, we predict, VW, will continue for years (we are only at the end of the beginning, and far from the beginning of the end), we are far enough along to see five large questions emerging. These questions will tell us much about the economic, corporate and cultural future of VW and German enterprise. 

1) VW was an integral component of Germany's industrial reputation in Europe, across the Atlantic in the United States, and around the world. Now, that hard-won reputation is at risk. How broad will the damage be to German businesses' reputation not just for quality, but for "premium quality?"

2) Turning from the German business sector to the German economy as a whole, the VW scandal has many ironies, not least of which is that the company was a key driver (so to speak) of the famous German Wirthschaftswunder. Economic health propelled a vanquished Germany to the forefront of Europe’s post-WWII recovery and then made post-Cold War reunification a success. Does the VW scandal have the potential to slow down the overall growth of the German economy, and what are the European and global implications of that at a time when the Chinese economy is also sputtering?

3) From a corporate governance perspective, the scandal represents some of the most boneheaded thinking ever. Following disclosure of the fraud, €14bn (£10bn; $15.6bn) was wiped off VW's stock market value. Whoever knew/orchestrated the scheme thought they would get away with it, but did they really not foresee the consequences or even the likelihood of getting caught? We will long be studying the abnormal “fraud psychology" of this case.

4) Germany ranks among the top ten countries for low corruption according to Transparency International. Yet VW is not alone among German companies in making major headlines with massive ethics failures in recent years, joining Siemens, Bayer, Deutsche Bank, and many others. What does this mean for the future of Germany’s role as a force for anti-corruption at home and internationally?

5) Former VW CEO Winterkorn resigned but claimed he knew nothing about the scandal. What does this say about the structure and management culture of Germany’s largest companies? How widespread is “plausible deniability” in German business culture--and in all business culture everywhere? If so, what are the dangers of this going forward, and what should be done to address them?

I had the pleasure earlier this month of welcoming my friend, Czech Republic Foreign Minister Lubomir Zaoralek, here to Brookings for a discussion of critical issues confronting the Europe-U.S. alliance. Foreign Minister Zaoralek was appointed to his current position in January 2014 after serving as a leading figure in the Czech Parliament for many years. He was accompanied by a distinguished delegation that included Dr. Petr Drulak of the Foreign Ministry, and Czech Ambassador Petr Gandalovic. I was fortunate enough to be joined in the discussion by colleagues from Brookings including Fiona Hill, Shadi Hamid, Steve Pifer, and others, as well as representatives of other D.C. think tanks. Our discussion spanned the globe, from how to respond to the Syrian conflict, to addressing Russia’s conduct in Ukraine, to the thaw in U.S.-Cuba relations, to dealing with the refugee crisis in Europe. The conversation was so fascinating that the sixty minutes we had allotted flew by and we ended up talking for two hours—and we still just scratched the surface.

Amb. Eisen and FM Zaoralek, October 2, 2015

Yesterday, we had a visit from Czech State Secretary Tomas Prouza, accompanied by Ambassador Martin Povejsil, the Czech Permanent Envoy to the EU. We also talked about world affairs. In this case, that included perhaps the most important governance matter now confronting the U.S.: the exceptionally entertaining (if not enlightening) presidential primary season. I expressed my opinion that Vice President Biden would not enter the race, only to have him prove me right in his Rose Garden remarks a few hours later. If only all my predictions came true (and as quickly). We at Brookings benefited greatly from the insights of both of these October delegations, and we look forward to welcoming many more from every part of the Czech political spectrum in the months ahead.

Prouza, Eisen, Povejsil, October 21, 2015

I was honored today to speak at the kick off meeting of the new ReFormers Caucus. This group of over 100 former members of the U.S. Senate, the House, and governors of both parties, has come together to fight for meaningful campaign finance reform. In the bipartisan spirit of the caucus, I shared speaking duties with Professor Richard Painter, who was the Bush administration ethics czar and my predecessor before I had a similar role in the Obama White House. 

As I told the distinguished audience of ReFormers (get the pun?) gathered over lunch on Capitol Hill, I wish they had existed when in my Obama administration role I was working for the passage of the Disclose Act. That bill would have brought true transparency to the post-Citizens United campaign finance system, yet it failed by just one vote in Congress.  But it is not too late for Americans, working together, to secure enhanced transparency and other campaign finance changes that are desperately needed.  Momentum is building, with increasing levels of public outrage, as reflected in state and local referenda passing in Maine, Seattle and San Francisco just this week, and much more to come at the federal, state and local level.

Event Information

As the sixth anniversary of Citizens United v. FEC approaches on January 21, both experts and ordinary citizens believe the United States is confronting a campaign finance crisis. Citizens United and related court cases have unleashed a flood of dark money that many believe could drown our democracy. It is estimated that over $5 billion will be spent on the 2016 presidential race—more than 3 times the amount spent in 2008 (already the most expensive election cycle in history). A comprehensive poll conducted by the New York Times and CBS News in the spring of 2015 showed that 84 percent of adults—including 90 percent of Democrats and 80 percent of Republicans—believe that money has too much influence in American political campaigns. Even the richest Americans agreed: 85 percent of adults making $100,000 or more share that same belief.

There has been much handwringing about this state of affairs. But there has been too little public attention paid to finding solutions. On the sixth anniversary of Citizens United, the Governance Studies program at Brookings hosted current and former government officials, lobbyists, donors, advocates, and other experts to discuss how to resolve the campaign finance crisis. They focused on innovative reform efforts at the federal, state, and local levels which offer the hope of addressing the problem of big money in politics.

Panelists will included:

Cheri Beasley, Associate Justice, North Carolina Supreme Court
Daniel Berger, Partner, Berger & Montague, P.C.
John Bonifaz, Co-Founder and President, Free Speech for People
Norman L. Eisen, U.S. Ambassador to the Czech Republic (2011-2014); Special Assistant and Special Counsel to the President (2009-2011); Visiting Fellow, The Brookings Institution
Bruce Freed, Founder and President, Center for Political Accountability
Steve Israel, Member, U.S. House of Representatives (D-NY)
Roger Katz, Chair, Government Oversight Committee, Maine State Senate (R)
Allen Loughry, Justice, Supreme Court of Appeals of West Virginia
Chuck Merin, Executive Vice President, Prime Policy Group; Lobbyist
Connie Morella, Ambassador to OECD (2003-2007); Member, U.S. House of Representatives (R-Md., 1987-2003)
Jeffrey Peck, Principal, Peck Madigan Jones; Lobbyist
Nick Penniman, Executive Director, Issue One
Trevor Potter, Commissioner, Federal Election Commission (1991-1995; Chairman,1994)
John Pudner, Executive Director, Take Back Our Republic
Ann Ravel, Commissioner, Federal Election Commission (Chairwoman, 2015)
Timothy Roemer, Ambassador to India (2009-2011); Member, U.S. House of Representatives (D-Ind., 1991-2003); member 9/11 Commission; Senior Strategic Advisor to Issue One
John Sarbanes, Member, U.S. House of Representatives (D-Md.)
Claudine Schneider, Member, U.S. House of Representatives (R-R.I.,1981-1991)
Peter Schweizer, President, Government Accountability Institute
Zephyr Teachout, CEO, Mayday PAC
Lucas Welch, Executive Director, The Pluribus Project
Fred Wertheimer, Founder and President, Democracy 21
Tim Wirth, Member, U.S. Senate (D-Colo.,1987-1993); Member, U.S. House of Representatives (D-Colo.,1975-1987)
Dan Wolf, Chair, Committee on Steering and Policy, Massachusetts State Senate (D)

Click here for a full agenda.

Video

• The campaign finance crisis in America and how to fix it - Part 1
• The campaign finance crisis in America and how to fix it - Part 2
• The campaign finance crisis in America and how to fix it - Part 3
• The campaign finance crisis in America and how to fix it - Part 4

Audio

• The campaign finance crisis in America and how to fix it: A solutions summit (Part 1)
• The campaign finance crisis in America and how to fix it: A solutions summit (Part 2)
• The campaign finance crisis in America and how to fix it: A solutions summit (Part 3)
• The campaign finance crisis in America and how to fix it: A solutions summit (Part 4)

Transcript

• Uncorrected Transcript (.pdf)

Event Materials

• Solution Summits Agenda120
• 20160121_campaign_finance_summit_transcript

Last week, over 100 experts from across the U.S. came together at the Brookings Institution on the sixth anniversary of the Citizens United decision to analyze its disastrous consequences and how to repair them. The room was as diverse as it was packed. Two dozen current and former members of Congress, representatives of the executive and judicial branches, both state and federal, attended. They sat side-by-side with business leaders and lobbyists, activists and scholars. Conservatives and Tea Party leaders mingled with liberals and progressives. All were united by their agreement that the current system is broken—and their determination to fix it.

Several points of consensus emerged from the half day event.

First, we are facing a crisis due to the flood of money that is drowning American democracy. For example, Congressman Steve Israel expanded on his recent New York Times op-ed describing why he his quitting Congress. He related his experience of calling potential campaign donors from a small cubicle off the Capitol grounds—a practice referred to as “call time.” Invoking images from The Wolf of Wall Street, Congressman Israel compared the practice to “selling penny stocks, only it’s shares of democracy that are being traded.” The result is voter disillusionment– voters increasingly feeling like their voices are not heard because they cannot make large political contributions. Author Peter Schweizer, President of the Government Accountability Institute, argued that businesses suffer under this system as well. From his perspective, “Businesses … are targeted by politicians in the search for cash,” in a type of extortion by which politicians use their influence to benefit only those who can pay up. The Executive Director of Take Back our Republic, John Pudner, argued that the campaign finance system is the single greatest threat to national security—if domestic interests can purchase influence in our system, international interests can figure out a way to do so as well.

Ambassador Eisen with Congressman Steve Israel (D-NY 3) 

Second, there is hope for a fix. There are a wide range of innovative solutions at hand, many of which have already been successfully deployed at the state and local levels. Commissioner and outgoing Chair Ann Ravel of the Federal Election Commission laid out a reform agenda for that organization. John Bonifaz of Free Speech for People advocated for a 28^th amendment allowing for campaign spending limits, reminding the audience, “We have done this before in our nation’s history; 27 times before. Seven of those times to overturn egregious Supreme Court rulings.” Fred Wertheimer urged strategies to capitalize on the small donor revolution that technology has ushered in, as well as a renewed push for public finance. Judges and legislators from states across the union discussed how public finance and other remedies are working at the state and local levels. Still others advocated solutions including a pledge that would commit politicians to ethical fundraising standards and campaign finance reform agendas when in office; reform in the Federal Election Commission to allow greater enforcement authority; corporate governance policies that require publically held companies to openly disclose political contributions and be accountable to their shareholders; and many, many more specific solutions to tackle the problem from all sides.

Third, and perhaps the most important takeaway from the event, was that those fixes are in political reach. Expert after expert, all from vastly different backgrounds and political orientations, argued that we are much closer to achieving these solutions than we think. The entire program was evidence of that—the size, diversity, and passion of the attendees mirroring a nation of voters who are demanding their representatives do what’s necessary to fix our broken campaign finance system. In the concluding panel, Congressman John Sarbanes predicted, “I think the public is going to demand this. That’s why the time is now. The broad public has arrived at a moment where they are demanding a response to the way they feel. If they don’t get it from some of the solutions we’re proposing, because we don’t educate them that those solutions are there, they’re going to grab a pitchfork and they’re going to go somewhere else. But there’s plenty of evidence that the public will not be denied some remedy to the way they feel.”

The full audio of the event, which includes further discussion of many solutions and the reasons why they are so necessary, can be found on the event page. By clicking there, you can see all the featured speakers, and many more experts participated from the audience floor. Give a listen and you will see why it was such a remarkable day, and why change is nearer that you may think.

We have received many emails and calls in response to our blog last week about our campaign finance reform “Solutions Summit," so we thought we would share some pictures and quotes from the event. Also, Issue One’s Nick Penniman and I just co-authored an op-ed highlighting the themes of the event, which you can find here.

Ann Ravel, Commissioner of the Federal Election Commission and the outgoing Chairwoman kicked us off as our luncheon speaker. She noted that, “campaign finance issues [will] only be addressed when there is a scandal. The truth is, that campaign finance today is a scandal.”

(L-R, Ann Ravel, Trevor Potter, Peter Schweizer, Timothy Roemer)

Commenting on Ann’s remarks from a conservative perspective, Peter Schweizer, the President of the Government Accountability Institute, noted that, “increasingly today the problem is more one of extortion, that the challenge not so much from businesses that are trying to influence politicians, although that certainly happens, but that businesses feel and are targeted by politicians in the search for cash.” That’s Trevor Potter, who introduced Ann, to Peter’s left.

Kicking off the first panel, a deep dive into the elements of the campaign finance crisis, was Tim Roemer, former Ambassador to India (2009-2011), Member of the U.S. House of Representatives, (D-IN, 1991-2003) Member of the 9/11 Commission and Senior Strategic Advisor to Issue One. He explained that “This is not a red state problem. It’s not a blue state problem. Across the heartland, across America, the Left, the Right, the Democrats, the Republicans, Independents, we all need to work together to fix this.”

(L-R, Fred Wertheimer, John Bonifaz, Dan Wolf, Roger Katz, Allen Loughry, Cheri Beasley, Norman Eisen)

Our second panel addressed solutions at the federal and state level.  Here, Fred Wertheimer, the founder and President of Democracy 21 is saying that, “We are going to have major scandals again and we are going to have opportunities for major reforms. With this corrupt campaign finance system it is only a matter of time before the scandals really break out. The American people are clearly ready for a change. The largest national reform movement in decades now exists and it’s growing rapidly.”

Our third and final panel explained why the time for reform is now. John Sarbanes, Member of the U.S. House of Representatives (D-MD) argued that fixes are in political reach. He explains, “If we can build on the way people feel about [what] they’re passionate on and lead them that way to this need for reform, then we’re going to build the kind of broad, deep coalition that will achieve success ultimately.”

(L-R in each photo, John Sarbanes, Claudine Schneider, Zephyr Teachout)

Reinforcing John’s remarks, Claudine Schneider, Member of the U.S. House of Representatives (R-RI, 1981-1991) pointed out that “we need to keep pounding the media with letters to the editor, with editorial press conferences, with broad spectrum of media strategies where we can get the attention of the masses. Because once the masses rise up, I believe that’s when were really going to get the change, from the bottom up and the top down.”

Grace Abiera contributed to this post.

The European Union (EU) is confronting a series of potentially existential threats, including the refugee crisis, ISIS terror, Russian adventurism, and Brexit (the potential exit of the U.K. from the EU).  I hosted Czech Prime Minister Bohuslav Sobotka at Brookings to get his fundamentally (but carefully) optimistic take on how he and his fellow EU leaders can meet those challenges. Here are five reasons for optimism that emerged from our conversation: 

1. Take the Fight to Daesh.  The PM made clear Europe’s determination to take on the terror and refugee issues at their source in Iraq, Syria, and Libya.  Just this week, the Czech Republic upped its commitment to the international coalition, announcing that it will send a team to train Iraqis using U.S. made L-159 fighter jets (also sold to Iraq by Prague).  With transatlantic leadership, these efforts are starting to bear fruit in the decay of ISIS.
2. Never Let a Good Crisis Go to Waste. As part of addressing today’s refugee crisis, Europe is exploring multi-lateral efforts to construct a common European border service, integrate refugee populations, and promote internal security.  The process is painful, but filling these gaps will make the European Union stronger.
3. Stand Strong With Ukraine.  Some predicted that European unity against Putin’s expansionism would not hold.  Instead, the EU and the United States have maintained their resolve in enacting sanctions.  That has strengthened the EU, but as the PM pointed out, now Ukraine and its supporters must make sure that state moves towards good governance and functionality. 
4. Taking the Exit Out of Brexit.  The PM predicted that the U.K. would not exit the EU.  When I pressed him on why, he acknowledged that there were elements of wishing and hoping in that forecast, and that the vote comes at a tough moment.  But I share the PM’s hopes—the U.K. is not one to leave friends when times get tough.
5. Never Forget to Remember.  The PM and I spent a lot of time discussing the ups and downs of Central Europe’s experiment with democracy over the past century.  He and his Czech colleagues—of all mainstream political parties—are acutely aware of that history, and that too gives me hope that it will not be repeated.

Immense challenges can destabilize and divide—but they also present opportunities for new collaboration and cohesion. If addressed in partnership, Europe’s current trials can ultimately strengthen the ties that bind the EU together.  

Watch the full discussion here.

Andrew Kenealy contributed to this post. 

Event Information

A conversation with Prime Minister of the Czech Republic Bohuslav Sobotka

Today, the European Union faces critical risks to its stability. The possibility of a Brexit. The ongoing Ukraine/Russia conflict. The strain of mass migration. ISIL and other terrorism threats. The lingering financial crisis in Greece and beyond. These issues pose distinct challenges for the EU, its 28 member countries, and their 500 million citizens. How will these developing problems affect Europe?          

On March 31, Governance Studies at Brookings hosted Czech Prime Minister Bohuslav Sobotka to discuss the current status of the EU as seen through the lens of a Central European nation, close U.S. NATO ally and current Chair of the Visegrad Group. Prime Minister Sobotka offered insight into how the EU will address these issues, and where its future lies.

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• Challenges to the future of the EU: A Central European perspective

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• Challenges to the future of the EU: A Central European perspective (English)

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This program was aired live on CSPAN.org » 

With the demand for its services constantly evolving, the Department of Veterans Affairs (VA) faces complex challenges in providing accessible care to America’s veterans. Amidst a history of long patient wait times, cost overruns, and management concerns, the VA recently conducted a sweeping internal review of its operations.  The result was the new MyVA program.

How will MyVA improve the VA’s care of veterans? What will it do restore public confidence in its efforts? What changes is the VA undergoing to address both internal concerns and modern challenges in veteran care? 

On June 20, Governance Studies at Brookings hosted VA Secretary Robert McDonald. Secretary McDonald described the VA’s transformation strategy and explained how the reforms within MyVA will impact veterans, taxpayers and other stakeholders. He addressed lessons learned not just for the VA but for all government agencies that strive to achieve transformation and improve service delivery.

This event was broadcast live on C-SPAN.

Join the conversation on Twitter at #VASec and @BrookingsGov

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• Can the Department of Veterans Affairs be modernized?

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• 20160620_veterans_affairs_mcdonald_transcript

A curriculum controversy is roiling schools in the San Francisco Bay Area.  In the past few months, parents in the San Mateo-Foster City School District, located just south of San Francisco International Airport, voiced concerns over changes to the middle school math program. The changes were brought about by the Common Core State Standards (CCSS).  Under previous policies, most eighth graders in the district took algebra I.  Some very sharp math students, who had already completed algebra I in seventh grade, took geometry in eighth grade. The new CCSS-aligned math program will reduce eighth grade enrollments in algebra I and eliminate geometry altogether as a middle school course. 

A little background information will clarify the controversy.  Eighth grade mathematics may be the single grade-subject combination most profoundly affected by the CCSS.  In California, the push for most students to complete algebra I by the end of eighth grade has been a centerpiece of state policy, as it has been in several states influenced by the “Algebra for All” movement that began in the 1990s.  Nationwide, in 1990, about 16 percent of all eighth graders reported that they were taking an algebra or geometry course.  In 2013, the number was three times larger, and nearly half of all eighth graders (48 percent) were taking algebra or geometry.^[i]  When that percentage goes down, as it is sure to under the CCSS, what happens to high achieving math students?

The parents who are expressing the most concern have kids who excel at math.  One parent in San Mateo-Foster City told The San Mateo Daily Journal, “This is really holding the advanced kids back.”^[ii] The CCSS math standards recommend a single math course for seventh grade, integrating several math topics, followed by a similarly integrated math course in eighth grade.  Algebra I won’t be offered until ninth grade.  The San Mateo-Foster City School District decided to adopt a “three years into two” accelerated option.  This strategy is suggested on the Common Core website as an option that districts may consider for advanced students.  It combines the curriculum from grades seven through nine (including algebra I) into a two year offering that students can take in seventh and eighth grades.^[iii]  The district will also provide—at one school site—a sequence beginning in sixth grade that compacts four years of math into three.  Both accelerated options culminate in the completion of algebra I in eighth grade.

The San Mateo-Foster City School District is home to many well-educated, high-powered professionals who work in Silicon Valley.  They are unrelentingly liberal in their politics.  Equity is a value they hold dear.^[iv]  They also know that completing at least one high school math course in middle school is essential for students who wish to take AP Calculus in their senior year of high school.  As CCSS is implemented across the nation, administrators in districts with demographic profiles similar to San Mateo-Foster City will face parents of mathematically precocious kids asking whether the “common” in Common Core mandates that all students take the same math course.  Many of those districts will respond to their constituents and provide accelerated pathways (“pathway” is CCSS jargon for course sequence). 

But other districts will not.  Data show that urban schools, schools with large numbers of black and Hispanic students, and schools located in impoverished neighborhoods are reluctant to differentiate curriculum.  It is unlikely that gifted math students in those districts will be offered an accelerated option under CCSS.  The reason why can be summed up in one word: tracking.

Tracking in eighth grade math means providing different courses to students based on their prior math achievement.  The term “tracking” has been stigmatized, coming under fire for being inequitable.  Historically, where tracking existed, black, Hispanic, and disadvantaged students were often underrepresented in high-level math classes; white, Asian, and middle-class students were often over-represented.  An anti-tracking movement gained a full head of steam in the 1980s.  Tracking reformers knew that persuading high schools to de-track was hopeless.  Consequently, tracking’s critics focused reform efforts on middle schools, urging that they group students heterogeneously with all students studying a common curriculum.  That approach took hold in urban districts, but not in the suburbs.

Now the Common Core and de-tracking are linked.  Providing an accelerated math track for high achievers has become a flashpoint throughout the San Francisco Bay Area.  An October 2014 article in The San Jose Mercury News named Palo Alto, Saratoga, Cupertino, Pleasanton, and Los Gatos as districts that have announced, in response to parent pressure, that they are maintaining an accelerated math track in middle schools.  These are high-achieving, suburban districts.  Los Gatos parents took to the internet with a petition drive when a rumor spread that advanced courses would end.  Ed Source reports that 900 parents signed a petition opposing the move and board meetings on the issue were packed with opponents. The accelerated track was kept.  Piedmont established a single track for everyone, but allowed parents to apply for an accelerated option.  About twenty five percent did so.  The Mercury News story underscores the demographic pattern that is unfolding and asks whether CCSS “could cement a two-tier system, with accelerated math being the norm in wealthy areas and the exception elsewhere.”

What is CCSS’s real role here?  Does the Common Core take an explicit stand on tracking?  Not really.  But de-tracking advocates can interpret the “common” in Common Core as license to eliminate accelerated tracks for high achievers.  As a noted CCSS supporter (and tracking critic), William H. Schmidt, has stated, “By insisting on common content for all students at each grade level and in every community, the Common Core mathematics standards are in direct conflict with the concept of tracking.”^[v]  Thus, tracking joins other controversial curricular ideas—e.g., integrated math courses instead of courses organized by content domains such as algebra and geometry; an emphasis on “deep,” conceptual mathematics over learning procedures and basic skills—as “dog whistles” embedded in the Common Core.  Controversial positions aren’t explicitly stated, but they can be heard by those who want to hear them.    

CCSS doesn’t have to take an outright stand on these debates in order to have an effect on policy.  For the practical questions that local grouping policies resolve—who takes what courses and when do they take them—CCSS wipes the slate clean.  There are plenty of people ready to write on that blank slate, particularly administrators frustrated by unsuccessful efforts to de-track in the past

Suburban parents are mobilized in defense of accelerated options for advantaged students.  What about kids who are outstanding math students but also happen to be poor, black, or Hispanic?  What happens to them, especially if they attend schools in which the top institutional concern is meeting the needs of kids functioning several years below grade level?  I presented a paper on this question at a December 2014 conference held by the Fordham Institute in Washington, DC.  I proposed a pilot program of “tracking for equity.”  By that term, I mean offering black, Hispanic, and poor high achievers the same opportunity that the suburban districts in the Bay Area are offering.  High achieving middle school students in poor neighborhoods would be able to take three years of math in two years and proceed on a path toward AP Calculus as high school seniors.

It is true that tracking must be done carefully.  Tracking can be conducted unfairly and has been used unjustly in the past.  One of the worst consequences of earlier forms of tracking was that low-skilled students were tracked into dead end courses that did nothing to help them academically.  These low-skilled students were disproportionately from disadvantaged communities or communities of color.  That’s not a danger in the proposal I am making.  The default curriculum, the one every student would take if not taking the advanced track, would be the Common Core.  If that’s a dead end for low achievers, Common Core supporters need to start being more honest in how they are selling the CCSS.  Moreover, to ensure that the policy gets to the students for whom it is intended, I have proposed running the pilot program in schools predominantly populated by poor, black, or Hispanic students.  The pilot won’t promote segregation within schools because the sad reality is that participating schools are already segregated.

Since I presented the paper, I have privately received negative feedback from both Algebra for All advocates and Common Core supporters.  That’s disappointing.  Because of their animus toward tracking, some critics seem to support a severe policy swing from Algebra for All, which was pursued for equity, to Algebra for None, which will be pursued for equity.  It’s as if either everyone or no one should be allowed to take algebra in eighth grade.  The argument is that allowing only some eighth graders to enroll in algebra is elitist, even if the students in question are poor students of color who are prepared for the course and likely to benefit from taking it.

The controversy raises crucial questions about the Common Core.  What’s common in the common core?  Is it the curriculum?  And does that mean the same curriculum for all?  Will CCSS serve as a curricular floor, ensuring all students are exposed to a common body of knowledge and skills?  Or will it serve as a ceiling, limiting the progress of bright students so that their achievement looks more like that of their peers?  These questions will be answered differently in different communities, and as they are, the inequities that Common Core supporters think they’re addressing may surface again in a profound form.   

Editor's Note: The introduction to the 2015 Brown Center Report on American Education appears below. Use the Table of Contents to navigate through the report online, or download a PDF of the full report.

TABLE OF CONTENTS

Part I: Girls, Boys, and Reading

Part II: Measuring Effects of the Common Core

Part III: Student Engagement

INTRODUCTION

The 2015 Brown Center Report (BCR) represents the 14^th edition of the series since the first issue was published in 2000.  It includes three studies.  Like all previous BCRs, the studies explore independent topics but share two characteristics: they are empirical and based on the best evidence available.  The studies in this edition are on the gender gap in reading, the impact of the Common Core State Standards -- English Language Arts on reading achievement, and student engagement.

Part one examines the gender gap in reading.  Girls outscore boys on practically every reading test given to a large population.  And they have for a long time.  A 1942 Iowa study found girls performing better than boys on tests of reading comprehension, vocabulary, and basic language skills.  Girls have outscored boys on every reading test ever given by the National Assessment of Educational Progress (NAEP)—the first long term trend test was administered in 1971—at ages nine, 13, and 17.  The gap is not confined to the U.S.  Reading tests administered as part of the Progress in International Reading Literacy Study (PIRLS) and the Program for International Student Assessment (PISA) reveal that the gender gap is a worldwide phenomenon.  In more than sixty countries participating in the two assessments, girls are better readers than boys. 

Perhaps the most surprising finding is that Finland, celebrated for its extraordinary performance on PISA for over a decade, can take pride in its high standing on the PISA reading test solely because of the performance of that nation’s young women.  With its 62 point gap, Finland has the largest gender gap of any PISA participant, with girls scoring 556 and boys scoring 494 points (the OECD average is 496, with a standard deviation of 94).   If Finland were only a nation of young men, its PISA ranking would be mediocre.

Part two is about reading achievement, too. More specifically, it’s about reading and the English Language Arts standards of the Common Core (CCSS-ELA).  It’s also about an important decision that policy analysts must make when evaluating public policies—the determination of when a policy begins. How can CCSS be properly evaluated? 

Two different indexes of CCSS-ELA implementation are presented, one based on 2011 data and the other on data collected in 2013.  In both years, state education officials were surveyed about their Common Core implementation efforts.  Because forty-six states originally signed on to the CCSS-ELA—and with at least forty still on track for full implementation by 2016—little variability exists among the states in terms of standards policy.  Of course, the four states that never adopted CCSS-ELA can serve as a small control group.  But variation is also found in how the states are implementing CCSS.  Some states are pursuing an array of activities and aiming for full implementation earlier rather than later.  Others have a narrow, targeted implementation strategy and are proceeding more slowly. 

The analysis investigates whether CCSS-ELA implementation is related to 2009-2013 gains on the fourth grade NAEP reading test.  The analysis cannot verify causal relationships between the two variables, only correlations.  States that have aggressively implemented CCSS-ELA (referred to as “strong” implementers in the study) evidence a one to one and one-half point larger gain on the NAEP scale compared to non-adopters of the standards.  This association is similar in magnitude to an advantage found in a study of eighth grade math achievement in last year’s BCR.  Although positive, these effects are quite small.  When the 2015 NAEP results are released this winter, it will be important for the fate of the Common Core project to see if strong implementers of the CCSS-ELA can maintain their momentum.

Part three is on student engagement.  PISA tests fifteen-year-olds on three subjects—reading, math, and science—every three years.  It also collects a wealth of background information from students, including their attitudes toward school and learning.  When the 2012 PISA results were released, PISA analysts published an accompanying volume, Ready to Learn: Students’ Engagement, Drive, and Self-Beliefs, exploring topics related to student engagement.

Part three provides secondary analysis of several dimensions of engagement found in the PISA report.  Intrinsic motivation, the internal rewards that encourage students to learn, is an important component of student engagement.  National scores on PISA’s index of intrinsic motivation to learn mathematics are compared to national PISA math scores.  Surprisingly, the relationship is negative.  Countries with highly motivated kids tend to score lower on the math test; conversely, higher-scoring nations tend to have less-motivated kids. 

The same is true for responses to the statements, “I do mathematics because I enjoy it,” and “I look forward to my mathematics lessons.”  Countries with students who say that they enjoy math or look forward to their math lessons tend to score lower on the PISA math test compared to countries where students respond negatively to the statements.  These counterintuitive finding may be influenced by how terms such as “enjoy” and “looking forward” are interpreted in different cultures.  Within-country analyses address that problem.  The correlation coefficients for within-country, student-level associations of achievement and other components of engagement run in the anticipated direction—they are positive.  But they are also modest in size, with correlation coefficients of 0.20 or less. 

Policymakers are interested in questions requiring analysis of aggregated data—at the national level, that means between-country data.  When countries increase their students’ intrinsic motivation to learn math, is there a concomitant increase in PISA math scores?  Data from 2003 to 2012 are examined.  Seventeen countries managed to increase student motivation, but their PISA math scores fell an average of 3.7 scale score points.  Fourteen countries showed no change on the index of intrinsic motivation—and their PISA scores also evidenced little change.  Eight countries witnessed a decline in intrinsic motivation.  Inexplicably, their PISA math scores increased by an average of 10.3 scale score points.  Motivation down, achievement up.

Correlation is not causation.  Moreover, the absence of a positive correlation—or in this case, the presence of a negative correlation—is not refutation of a possible positive relationship.  The lesson here is not that policymakers should adopt the most effective way of stamping out student motivation.  The lesson is that the level of analysis matters when analyzing achievement data.  Policy reports must be read warily—especially those freely offering policy recommendations.  Beware of analyses that exclusively rely on within- or between-country test data without making any attempt to reconcile discrepancies at other levels of analysis.  Those analysts could be cherry-picking the data.  Also, consumers of education research should grant more credence to approaches modeling change over time (as in difference in difference models) than to cross-sectional analyses that only explore statistical relationships at a single point in time. 

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Part II of the 2015 Brown Center Report on American Education

Over the next several years, policy analysts will evaluate the impact of the Common Core State Standards (CCSS) on U.S. education.  The task promises to be challenging.  The question most analysts will focus on is whether the CCSS is good or bad policy.  This section of the Brown Center Report (BCR) tackles a set of seemingly innocuous questions compared to the hot-button question of whether Common Core is wise or foolish.  The questions all have to do with when Common Core actually started, or more precisely, when the Common Core started having an effect on student learning.  And if it hasn’t yet had an effect, how will we know that CCSS has started to influence student achievement? 

The analysis below probes this issue empirically, hopefully persuading readers that deciding when a policy begins is elemental to evaluating its effects.  The question of a policy’s starting point is not always easy to answer.  Yet the answer has consequences.  You can’t figure out whether a policy worked or not unless you know when it began.^[i] 

The analysis uses surveys of state implementation to model different CCSS starting points for states and produces a second early report card on how CCSS is doing.  The first report card, focusing on math, was presented in last year’s BCR.  The current study updates state implementation ratings that were presented in that report and extends the analysis to achievement in reading.  The goal is not only to estimate CCSS’s early impact, but also to lay out a fair approach for establishing when the Common Core’s impact began—and to do it now before data are generated that either critics or supporters can use to bolster their arguments.  The experience of No Child Left Behind (NCLB) illustrates this necessity.

After the 2008 National Assessment of Educational Progress (NAEP) scores were released, former Secretary of Education Margaret Spellings claimed that the new scores showed “we are on the right track.”^[ii] She pointed out that NAEP gains in the previous decade, 1999-2009, were much larger than in prior decades.  Mark Schneider of the American Institutes of Research (and a former Commissioner of the National Center for Education Statistics [NCES]) reached a different conclusion. He compared NAEP gains from 1996-2003 to 2003-2009 and declared NCLB’s impact disappointing.  “The pre-NCLB gains were greater than the post-NCLB gains.”^[iii]  It is important to highlight that Schneider used the 2003 NAEP scores as the starting point for assessing NCLB.  A report from FairTest on the tenth anniversary of NCLB used the same demarcation for pre- and post-NCLB time frames.^[iv]  FairTest is an advocacy group critical of high stakes testing—and harshly critical of NCLB—but if the 2003 starting point for NAEP is accepted, its conclusion is indisputable, “NAEP score improvement slowed or stopped in both reading and math after NCLB was implemented.” 

Choosing 2003 as NCLB’s starting date is intuitively appealing.  The law was introduced, debated, and passed by Congress in 2001.  President Bush signed NCLB into law on January 8, 2002.  It takes time to implement any law.  The 2003 NAEP is arguably the first chance that the assessment had to register NCLB’s effects. 

Selecting 2003 is consequential, however.  Some of the largest gains in NAEP’s history were registered between 2000 and 2003.  Once 2003 is established as a starting point (or baseline), pre-2003 gains become “pre-NCLB.”  But what if the 2003 NAEP scores were influenced by NCLB? Experiments evaluating the effects of new drugs collect baseline data from subjects before treatment, not after the treatment has begun.   Similarly, evaluating the effects of public policies require that baseline data are not influenced by the policies under evaluation.   

Avoiding such problems is particularly difficult when state or local policies are adopted nationally.  The federal effort to establish a speed limit of 55 miles per hour in the 1970s is a good example.  Several states already had speed limits of 55 mph or lower prior to the federal law’s enactment.  Moreover, a few states lowered speed limits in anticipation of the federal limit while the bill was debated in Congress.  On the day President Nixon signed the bill into law—January 2, 1974—the Associated Press reported that only 29 states would be required to lower speed limits.  Evaluating the effects of the 1974 law with national data but neglecting to adjust for what states were already doing would obviously yield tainted baseline data.

There are comparable reasons for questioning 2003 as a good baseline for evaluating NCLB’s effects.  The key components of NCLB’s accountability provisions—testing students, publicizing the results, and holding schools accountable for results—were already in place in nearly half the states.  In some states they had been in place for several years.  The 1999 iteration of Quality Counts, Education Week’s annual report on state-level efforts to improve public education, entitled Rewarding Results, Punishing Failure, was devoted to state accountability systems and the assessments underpinning them. Testing and accountability are especially important because they have drawn fire from critics of NCLB, a law that wasn’t passed until years later.

The Congressional debate of NCLB legislation took all of 2001, allowing states to pass anticipatory policies.  Derek Neal and Diane Whitmore Schanzenbach reported that “with the passage of NCLB lurking on the horizon,” Illinois placed hundreds of schools on a watch list and declared that future state testing would be high stakes.^[v] In the summer and fall of 2002, with NCLB now the law of the land, state after state released lists of schools falling short of NCLB’s requirements.  Then the 2002-2003 school year began, during which the 2003 NAEP was administered.  Using 2003 as a NAEP baseline assumes that none of these activities—previous accountability systems, public lists of schools in need of improvement, anticipatory policy shifts—influenced achievement.  That is unlikely.^[vi]

Unlike NCLB, there was no “pre-CCSS” state version of Common Core.  States vary in how quickly and aggressively they have implemented CCSS.  For the BCR analyses, two indexes were constructed to model CCSS implementation.  They are based on surveys of state education agencies and named for the two years that the surveys were conducted.  The 2011 survey reported the number of programs (e.g., professional development, new materials) on which states reported spending federal funds to implement CCSS.  Strong implementers spent money on more activities.  The 2011 index was used to investigate eighth grade math achievement in the 2014 BCR.  A new implementation index was created for this year’s study of reading achievement.  The 2013 index is based on a survey asking states when they planned to complete full implementation of CCSS in classrooms.  Strong states aimed for full implementation by 2012-2013 or earlier.      

Fourth grade NAEP reading scores serve as the achievement measure.  Why fourth grade and not eighth?  Reading instruction is a key activity of elementary classrooms but by eighth grade has all but disappeared.  What remains of “reading” as an independent subject, which has typically morphed into the study of literature, is subsumed under the English-Language Arts curriculum, a catchall term that also includes writing, vocabulary, listening, and public speaking.  Most students in fourth grade are in self-contained classes; they receive instruction in all subjects from one teacher.  The impact of CCSS on reading instruction—the recommendation that non-fiction take a larger role in reading materials is a good example—will be concentrated in the activities of a single teacher in elementary schools. The burden for meeting CCSS’s press for non-fiction, on the other hand, is expected to be shared by all middle and high school teachers.^[vii] 

Table 2-1 displays NAEP gains using the 2011 implementation index.  The four year period between 2009 and 2013 is broken down into two parts: 2009-2011 and 2011-2013.  Nineteen states are categorized as “strong” implementers of CCSS on the 2011 index, and from 2009-2013, they outscored the four states that did not adopt CCSS by a little more than one scale score point (0.87 vs. -0.24 for a 1.11 difference).  The non-adopters are the logical control group for CCSS, but with only four states in that category—Alaska, Nebraska, Texas, and Virginia—it is sensitive to big changes in one or two states.  Alaska and Texas both experienced a decline in fourth grade reading scores from 2009-2013.

The 1.11 point advantage in reading gains for strong CCSS implementers is similar to the 1.27 point advantage reported last year for eighth grade math.  Both are small.  The reading difference in favor of CCSS is equal to approximately 0.03 standard deviations of the 2009 baseline reading score.  Also note that the differences were greater in 2009-2011 than in 2011-2013 and that the “medium” implementers performed as well as or better than the strong implementers over the entire four year period (gain of 0.99).

Table 2-2 displays calculations using the 2013 implementation index.  Twelve states are rated as strong CCSS implementers, seven fewer than on the 2011 index.^[viii]  Data for the non-adopters are the same as in the previous table.  In 2009-2013, the strong implementers gained 1.27 NAEP points compared to -0.24 among the non-adopters, a difference of 1.51 points.  The thirty-four states rated as medium implementers gained 0.82.  The strong implementers on this index are states that reported full implementation of CCSS-ELA by 2013.  Their larger gain in 2011-2013 (1.08 points) distinguishes them from the strong implementers in the previous table.  The overall advantage of 1.51 points over non-adopters represents about 0.04 standard deviations of the 2009 NAEP reading score, not a difference with real world significance.  Taken together, the 2011 and 2013 indexes estimate that NAEP reading gains from 2009-2013 were one to one and one-half scale score points larger in the strong CCSS implementation states compared to the states that did not adopt CCSS.

As noted above, the 2013 implementation index is based on when states scheduled full implementation of CCSS in classrooms.  Other than reading achievement, does the index seem to reflect changes in any other classroom variable believed to be related to CCSS implementation?  If the answer is “yes,” that would bolster confidence that the index is measuring changes related to CCSS implementation. 

Let’s examine the types of literature that students encounter during instruction.  Perhaps the most controversial recommendation in the CCSS-ELA standards is the call for teachers to shift the content of reading materials away from stories and other fictional forms of literature in favor of more non-fiction.  NAEP asks fourth grade teachers the extent to which they teach fiction and non-fiction over the course of the school year (see Figure 2-1). 

Historically, fiction dominates fourth grade reading instruction.  It still does.  The percentage of teachers reporting that they teach fiction to a “large extent” exceeded the percentage answering “large extent” for non-fiction by 23 points in 2009 and 25 points in 2011.  In 2013, the difference narrowed to only 15 percentage points, primarily because of non-fiction’s increased use.  Fiction still dominated in 2013, but not by as much as in 2009.

The differences reported in Table 2-3 are national indicators of fiction’s declining prominence in fourth grade reading instruction.  What about the states?  We know that they were involved to varying degrees with the implementation of Common Core from 2009-2013.  Is there evidence that fiction’s prominence was more likely to weaken in states most aggressively pursuing CCSS implementation? 

Table 2-3 displays the data tackling that question.  Fourth grade teachers in strong implementation states decisively favored the use of fiction over non-fiction in 2009 and 2011.  But the prominence of fiction in those states experienced a large decline in 2013 (-12.4 percentage points).  The decline for the entire four year period, 2009-2013, was larger in the strong implementation states (-10.8) than in the medium implementation (-7.5) or non-adoption states (-9.8).  

This section of the Brown Center Report analyzed NAEP data and two indexes of CCSS implementation, one based on data collected in 2011, the second from data collected in 2013.  NAEP scores for 2009-2013 were examined.  Fourth grade reading scores improved by 1.11 scale score points in states with strong implementation of CCSS compared to states that did not adopt CCSS.  A similar comparison in last year’s BCR found a 1.27 point difference on NAEP’s eighth grade math test, also in favor of states with strong implementation of CCSS.  These differences, although certainly encouraging to CCSS supporters, are quite small, amounting to (at most) 0.04 standard deviations (SD) on the NAEP scale.  A threshold of 0.20 SD—five times larger—is often invoked as the minimum size for a test score change to be regarded as noticeable.  The current study’s findings are also merely statistical associations and cannot be used to make causal claims.  Perhaps other factors are driving test score changes, unmeasured by NAEP or the other sources of data analyzed here. 

The analysis also found that fourth grade teachers in strong implementation states are more likely to be shifting reading instruction from fiction to non-fiction texts.  That trend should be monitored closely to see if it continues.  Other events to keep an eye on as the Common Core unfolds include the following:

1.  The 2015 NAEP scores, typically released in the late fall, will be important for the Common Core.  In most states, the first CCSS-aligned state tests will be given in the spring of 2015.  Based on the earlier experiences of Kentucky and New York, results are expected to be disappointing.  Common Core supporters can respond by explaining that assessments given for the first time often produce disappointing results.  They will also claim that the tests are more rigorous than previous state assessments.  But it will be difficult to explain stagnant or falling NAEP scores in an era when implementing CCSS commands so much attention.   

2.  Assessment will become an important implementation variable in 2015 and subsequent years.  For analysts, the strategy employed here, modeling different indicators based on information collected at different stages of implementation, should become even more useful.  Some states are planning to use Smarter Balanced Assessments, others are using the Partnership for Assessment of Readiness for College and Careers (PARCC), and still others are using their own homegrown tests.   To capture variation among the states on this important dimension of implementation, analysts will need to use indicators that are up-to-date.

3.  The politics of Common Core injects a dynamic element into implementation.  The status of implementation is constantly changing.  States may choose to suspend, to delay, or to abandon CCSS.  That will require analysts to regularly re-configure which states are considered “in” Common Core and which states are “out.”  To further complicate matters, states may be “in” some years and “out” in others.

A final word.  When the 2014 BCR was released, many CCSS supporters commented that it is too early to tell the effects of Common Core.  The point that states may need more time operating under CCSS to realize its full effects certainly has merit.  But that does not discount everything states have done so far—including professional development, purchasing new textbooks and other instructional materials, designing new assessments, buying and installing computer systems, and conducting hearings and public outreach—as part of implementing the standards.  Some states are in their fifth year of implementation.  It could be that states need more time, but innovations can also produce their biggest “pop” earlier in implementation rather than later.  Kentucky was one of the earliest states to adopt and implement CCSS.  That state’s NAEP fourth grade reading score declined in both 2009-2011 and 2011-2013.  The optimism of CCSS supporters is understandable, but a one and a half point NAEP gain might be as good as it gets for CCSS.

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This post continues a series begun in 2014 on implementing the Common Core State Standards (CCSS).  The first installment introduced an analytical scheme investigating CCSS implementation along four dimensions:  curriculum, instruction, assessment, and accountability.  Three posts focused on curriculum.  This post turns to instruction.  Although the impact of CCSS on how teachers teach is discussed, the post is also concerned with the inverse relationship, how decisions that teachers make about instruction shape the implementation of CCSS.

A couple of points before we get started.  The previous posts on curriculum led readers from the upper levels of the educational system—federal and state policies—down to curricular decisions made “in the trenches”—in districts, schools, and classrooms.  Standards emanate from the top of the system and are produced by politicians, policymakers, and experts.  Curricular decisions are shared across education’s systemic levels.  Instruction, on the other hand, is dominated by practitioners.  The daily decisions that teachers make about how to teach under CCSS—and not the idealizations of instruction embraced by upper-level authorities—will ultimately determine what “CCSS instruction” really means.

I ended the last post on CCSS by describing how curriculum and instruction can be so closely intertwined that the boundary between them is blurred.  Sometimes stating a precise curricular objective dictates, or at least constrains, the range of instructional strategies that teachers may consider.  That post focused on English-Language Arts.  The current post focuses on mathematics in the elementary grades and describes examples of how CCSS will shape math instruction.  As a former elementary school teacher, I offer my own personal opinion on these effects.

Certain aspects of the Common Core, when implemented, are likely to have a positive impact on the instruction of mathematics. For example, Common Core stresses that students recognize fractions as numbers on a number line.  The emphasis begins in third grade:

CCSS.MATH.CONTENT.3.NF.A.2
Understand a fraction as a number on the number line; represent fractions on a number line diagram.

CCSS.MATH.CONTENT.3.NF.A.2.A
Represent a fraction 1/b on a number line diagram by defining the interval from 0 to 1 as the whole and partitioning it into b equal parts. Recognize that each part has size 1/b and that the endpoint of the part based at 0 locates the number 1/b on the number line.

CCSS.MATH.CONTENT.3.NF.A.2.B
Represent a fraction a/b on a number line diagram by marking off a lengths 1/b from 0. Recognize that the resulting interval has size a/b and that its endpoint locates the number a/b on the number line.

When I first read this section of the Common Core standards, I stood up and cheered.  Berkeley mathematician Hung-Hsi Wu has been working with teachers for years to get them to understand the importance of using number lines in teaching fractions.^[1] American textbooks rely heavily on part-whole representations to introduce fractions.  Typically, students see pizzas and apples and other objects—typically other foods or money—that are divided up into equal parts.  Such models are limited.  They work okay with simple addition and subtraction.  Common denominators present a bit of a challenge, but ½ pizza can be shown to be also 2/4, a half dollar equal to two quarters, and so on. 

With multiplication and division, all the little tricks students learned with whole number arithmetic suddenly go haywire.  Students are accustomed to the fact that multiplying two whole numbers yields a product that is larger than either number being multiplied: 4 X 5 = 20 and 20 is larger than both 4 and 5.^[2]  How in the world can ¼ X 1/5 = 1/20, a number much smaller than either 1/4or 1/5?  The part-whole representation has convinced many students that fractions are not numbers.  Instead, they are seen as strange expressions comprising two numbers with a small horizontal bar separating them. 

I taught sixth grade but occasionally visited my colleagues’ classes in the lower grades.  I recall one exchange with second or third graders that went something like this:

“Give me a number between seven and nine.”  Giggles. 

“Eight!” they shouted. 

“Give me a number between two and three.”  Giggles.

“There isn’t one!” they shouted. 

“Really?” I’d ask and draw a number line.  After spending some time placing whole numbers on the number line, I’d observe,  “There’s a lot of space between two and three.  Is it just empty?” 

Silence.  Puzzled little faces.  Then a quiet voice.  “Two and a half?”

You have no idea how many children do not make the transition to understanding fractions as numbers and because of stumbling at this crucial stage, spend the rest of their careers as students of mathematics convinced that fractions are an impenetrable mystery.   And  that’s not true of just students.  California adopted a test for teachers in the 1980s, the California Basic Educational Skills Test (CBEST).  Beginning in 1982, even teachers already in the classroom had to pass it.   I made a nice after-school and summer income tutoring colleagues who didn’t know fractions from Fermat’s Last Theorem.  To be fair, primary teachers, teaching kindergarten or grades 1-2, would not teach fractions as part of their math curriculum and probably hadn’t worked with a fraction in decades.  So they are no different than non-literary types who think Hamlet is just a play about a young guy who can’t make up his mind, has a weird relationship with his mother, and winds up dying at the end.

Division is the most difficult operation to grasp for those arrested at the part-whole stage of understanding fractions.  A problem that Liping Ma posed to teachers is now legendary.^[3]

She asked small groups of American and Chinese elementary teachers to divide 1 ¾ by ½ and to create a word problem that illustrates the calculation.  All 72 Chinese teachers gave the correct answer and 65 developed an appropriate word problem.  Only nine of the 23 American teachers solved the problem correctly.  A single American teacher was able to devise an appropriate word problem.  Granted, the American sample was not selected to be representative of American teachers as a whole, but the stark findings of the exercise did not shock anyone who has worked closely with elementary teachers in the U.S.  They are often weak at math.  Many of the teachers in Ma’s study had vague ideas of an “invert and multiply” rule but lacked a conceptual understanding of why it worked.

A linguistic convention exacerbates the difficulty.  Students may cling to the mistaken notion that “dividing in half” means “dividing by one-half.”  It does not.  Dividing in half means dividing by two.  The number line can help clear up such confusion.  Consider a basic, whole-number division problem for which third graders will already know the answer:  8 divided by 2 equals 4.   It is evident that a segment 8 units in length (measured from 0 to 8) is divided by a segment 2 units in length (measured from 0 to 2) exactly 4 times.  Modeling 12 divided by 2 and other basic facts with 2 as a divisor will convince students that whole number division works quite well on a number line. 

Now consider the number ½ as a divisor.  It will become clear to students that 8 divided by ½ equals 16, and they can illustrate that fact on a number line by showing how a segment ½ units in length divides a segment 8 units in length exactly 16 times; it divides a segment 12 units in length 24 times; and so on.  Students will be relieved to discover that on a number line division with fractions works the same as division with whole numbers.

Now, let’s return to Liping Ma’s problem: 1 ¾ divided by ½.   This problem would not be presented in third grade, but it might be in fifth or sixth grades.  Students who have been working with fractions on a number line for two or three years will have little trouble solving it.  They will see that the problem simply asks them to divide a line segment of 1 3/4 units by a segment of ½ units.  The answer is 3 ½ .  Some students might estimate that the solution is between 3 and 4 because 1 ¾ lies between 1 ½ and 2, which on the number line are the points at which the ½ unit segment, laid end on end, falls exactly three and four times.  Other students will have learned about reciprocals and that multiplication and division are inverse operations.  They will immediately grasp that dividing by ½ is the same as multiplying by 2—and since 1 ¾ x 2 = 3 ½, that is the answer.  Creating a word problem involving string or rope or some other linearly measured object is also surely within their grasp.

I applaud the CCSS for introducing number lines and fractions in third grade.  I believe it will instill in children an important idea: fractions are numbers.  That foundational understanding will aid them as they work with more abstract representations of fractions in later grades.   Fractions are a monumental barrier for kids who struggle with math, so the significance of this contribution should not be underestimated.

I mentioned above that instruction and curriculum are often intertwined.  I began this series of posts by defining curriculum as the “stuff” of learning—the content of what is taught in school, especially as embodied in the materials used in instruction.  Instruction refers to the “how” of teaching—how teachers organize, present, and explain those materials.  It’s each teacher’s repertoire of instructional strategies and techniques that differentiates one teacher from another even as they teach the same content.  Choosing to use a number line to teach fractions is obviously an instructional decision, but it also involves curriculum.  The number line is mathematical content, not just a teaching tool.

Guiding third grade teachers towards using a number line does not guarantee effective instruction.  In fact, it is reasonable to expect variation in how teachers will implement the CCSS standards listed above.  A small body of research exists to guide practice. One of the best resources for teachers to consult is a practice guide published by the What Works Clearinghouse: Developing Effective Fractions Instruction for Kindergarten Through Eighth Grade (see full disclosure below).^[4]  The guide recommends the use of number lines as its second recommendation, but it also states that the evidence supporting the effectiveness of number lines in teaching fractions is inferred from studies involving whole numbers and decimals.  We need much more research on how and when number lines should be used in teaching fractions.

Professor Wu states the following, “The shift of emphasis from models of a fraction in the initial stage to an almost exclusive model of a fraction as a point on the number line can be done gradually and gracefully beginning somewhere in grade four. This shift is implicit in the Common Core Standards.”^[5]  I agree, but the shift is also subtle.  CCSS standards include the use of other representations—fraction strips, fraction bars, rectangles (which are excellent for showing multiplication of two fractions) and other graphical means of modeling fractions.  Some teachers will manage the shift to number lines adroitly—and others will not.  As a consequence, the quality of implementation will vary from classroom to classroom based on the instructional decisions that teachers make.  

The current post has focused on what I believe to be a positive aspect of CCSS based on the implementation of the standards through instruction.  Future posts in the series—covering the “bad” and the “ugly”—will describe aspects of instruction on which I am less optimistic.

This is part two of my analysis of instruction and Common Core’s implementation.  I dubbed the three-part examination of instruction “The Good, The Bad, and the Ugly.”  Having discussed “the “good” in part one, I now turn to “the bad.”  One particular aspect of the Common Core math standards—the treatment of standard algorithms in whole number arithmetic—will lead some teachers to waste instructional time.

In 1963, psychologist John B. Carroll published a short essay, “A Model of School Learning” in Teachers College Record.  Carroll proposed a parsimonious model of learning that expressed the degree of learning (or what today is commonly called achievement) as a function of the ratio of time spent on learning to the time needed to learn.     

The numerator, time spent learning, has also been given the term opportunity to learn.  The denominator, time needed to learn, is synonymous with student aptitude.  By expressing aptitude as time needed to learn, Carroll refreshingly broke through his era’s debate about the origins of intelligence (nature vs. nurture) and the vocabulary that labels students as having more or less intelligence. He also spoke directly to a primary challenge of teaching: how to effectively produce learning in classrooms populated by students needing vastly different amounts of time to learn the exact same content.^[i] 

The source of that variation is largely irrelevant to the constraints placed on instructional decisions.  Teachers obviously have limited control over the denominator of the ratio (they must take kids as they are) and less than one might think over the numerator.  Teachers allot time to instruction only after educational authorities have decided the number of hours in the school day, the number of days in the school year, the number of minutes in class periods in middle and high schools, and the amount of time set aside for lunch, recess, passing periods, various pull-out programs, pep rallies, and the like.  There are also announcements over the PA system, stray dogs that may wander into the classroom, and other unscheduled encroachments on instructional time.

The model has had a profound influence on educational thought.  As of July 5, 2015, Google Scholar reported 2,931 citations of Carroll’s article.  Benjamin Bloom’s “mastery learning” was deeply influenced by Carroll.  It is predicated on the idea that optimal learning occurs when time spent on learning—rather than content—is allowed to vary, providing to each student the individual amount of time he or she needs to learn a common curriculum.  This is often referred to as “students working at their own pace,” and progress is measured by mastery of content rather than seat time. David C. Berliner’s 1990 discussion of time includes an analysis of mediating variables in the numerator of Carroll’s model, including the amount of time students are willing to spend on learning.  Carroll called this persistence, and Berliner links the construct to student engagement and time on task—topics of keen interest to researchers today.  Berliner notes that although both are typically described in terms of motivation, they can be measured empirically in increments of time.     

Most applications of Carroll’s model have been interested in what happens when insufficient time is provided for learning—in other words, when the numerator of the ratio is significantly less than the denominator.  When that happens, students don’t have an adequate opportunity to learn.  They need more time. 

As applied to Common Core and instruction, one should also be aware of problems that arise from the inefficient distribution of time.  Time is a limited resource that teachers deploy in the production of learning.  Below I discuss instances when the CCSS-M may lead to the numerator in Carroll’s model being significantly larger than the denominator—when teachers spend more time teaching a concept or skill than is necessary.  Because time is limited and fixed, wasted time on one topic will shorten the amount of time available to teach other topics.  Excessive instructional time may also negatively affect student engagement.  Students who have fully learned content that continues to be taught may become bored; they must endure instruction that they do not need.

Jason Zimba, one of the lead authors of the Common Core Math standards, and Barry Garelick, a critic of the standards, had a recent, interesting exchange about when standard algorithms are called for in the CCSS-M.  A standard algorithm is a series of steps designed to compute accurately and quickly.  In the U.S., students are typically taught the standard algorithms of addition, subtraction, multiplication, and division with whole numbers.  Most readers of this post will recognize the standard algorithm for addition.  It involves lining up two or more multi-digit numbers according to place-value, with one number written over the other, and adding the columns from right to left with “carrying” (or regrouping) as needed.

The standard algorithm is the only algorithm required for students to learn, although others are mentioned beginning with the first grade standards.  Curiously, though, CCSS-M doesn’t require students to know the standard algorithms for addition and subtraction until fourth grade.  This opens the door for a lot of wasted time.  Garelick questioned the wisdom of teaching several alternative strategies for addition.  He asked whether, under the Common Core, only the standard algorithm could be taught—or at least, could it be taught first. As he explains:

Delaying teaching of the standard algorithm until fourth grade and relying on place value “strategies” and drawings to add numbers is thought to provide students with the conceptual understanding of adding and subtracting multi-digit numbers. What happens, instead, is that the means to help learn, explain or memorize the procedure become a procedure unto itself and students are required to use inefficient cumbersome methods for two years. This is done in the belief that the alternative approaches confer understanding, so are superior to the standard algorithm. To teach the standard algorithm first would in reformers’ minds be rote learning. Reformers believe that by having students using strategies in lieu of the standard algorithm, students are still learning “skills” (albeit inefficient and confusing ones), and these skills support understanding of the standard algorithm. Students are left with a panoply of methods (praised as a good thing because students should have more than one way to solve problems), that confuse more than enlighten. 

Zimba responded that the standard algorithm could, indeed, be the only method taught because it meets a crucial test: reinforcing knowledge of place value and the properties of operations.  He goes on to say that other algorithms also may be taught that are consistent with the standards, but that the decision to do so is left in the hands of local educators and curriculum designers:

In short, the Common Core requires the standard algorithm; additional algorithms aren’t named, and they aren’t required…Standards can’t settle every disagreement—nor should they. As this discussion of just a single slice of the math curriculum illustrates, teachers and curriculum authors following the standards still may, and still must, make an enormous range of decisions.

Zimba defends delaying mastery of the standard algorithm until fourth grade, referring to it as a “culminating” standard that he would, if he were teaching, introduce in earlier grades.  Zimba illustrates the curricular progression he would employ in a table, showing that he would introduce the standard algorithm for addition late in first grade (with two-digit addends) and then extend the complexity of its use and provide practice towards fluency until reaching the culminating standard in fourth grade. Zimba would introduce the subtraction algorithm in second grade and similarly ramp up its complexity until fourth grade.

It is important to note that in CCSS-M the word “algorithm” appears for the first time (in plural form) in the third grade standards:

3.NBT.2  Fluently add and subtract within 1000 using strategies and algorithms based on place value, properties of operations, and/or the relationship between addition and subtraction.

The term “strategies and algorithms” is curious.  Zimba explains, “It is true that the word ‘algorithms’ here is plural, but that could be read as simply leaving more choice in the hands of the teacher about which algorithm(s) to teach—not as a requirement for each student to learn two or more general algorithms for each operation!” 

I have described before the “dog whistles” embedded in the Common Core, signals to educational progressives—in this case, math reformers—that  despite these being standards, the CCSS-M will allow them great latitude.  Using the plural “algorithms” in this third grade standard and not specifying the standard algorithm until fourth grade is a perfect example of such a dog whistle.

It appears that the Common Core authors wanted to reach a political compromise on standard algorithms. 

Standard algorithms were a key point of contention in the “Math Wars” of the 1990s.   The 1997 California Framework for Mathematics required that students know the standard algorithms for all four operations—addition, subtraction, multiplication, and division—by the end of fourth grade.^[ii]  The 2000 Massachusetts Mathematics Curriculum Framework called for learning the standard algorithms for addition and subtraction by the end of second grade and for multiplication and division by the end of fourth grade.  These two frameworks were heavily influenced by mathematicians (from Stanford in California and Harvard in Massachusetts) and quickly became favorites of math traditionalists.  In both states’ frameworks, the standard algorithm requirements were in direct opposition to the reform-oriented frameworks that preceded them—in which standard algorithms were barely mentioned and alternative algorithms or “strategies” were encouraged. 

Now that the CCSS-M has replaced these two frameworks, the requirement for knowing the standard algorithms in California and Massachusetts slips from third or fourth grade all the way to sixth grade.  That’s what reformers get in the compromise.  They are given a green light to continue teaching alternative algorithms, as long as the algorithms are consistent with teaching place value and properties of arithmetic.  But the standard algorithm is the only one students are required to learn.  And that exclusivity is intended to please the traditionalists.

I agree with Garelick that the compromise leads to problems.  In a 2013 Chalkboard post, I described a first grade math program in which parents were explicitly requested not to teach the standard algorithm for addition when helping their children at home.  The students were being taught how to represent addition with drawings that clustered objects into groups of ten.  The exercises were both time consuming and tedious.  When the parents met with the school principal to discuss the matter, the principal told them that the math program was following the Common Core by promoting deeper learning.  The parents withdrew their child from the school and enrolled him in private school.

The value of standard algorithms is that they are efficient and packed with mathematics.  Once students have mastered single-digit operations and the meaning of place value, the standard algorithms reveal to students that they can take procedures that they already know work well with one- and two-digit numbers, and by applying them over and over again, solve problems with large numbers.  Traditionalists and reformers have different goals.  Reformers believe exposure to several algorithms encourages flexible thinking and the ability to draw on multiple strategies for solving problems.  Traditionalists believe that a bigger problem than students learning too few algorithms is that too few students learn even one algorithm.

I have been a critic of the math reform movement since I taught in the 1980s.  But some of their complaints have merit.  All too often, instruction on standard algorithms has left out meaning.  As Karen C. Fuson and Sybilla Beckmann point out, “an unfortunate dichotomy” emerged in math instruction: teachers taught “strategies” that implied understanding and “algorithms” that implied procedural steps that were to be memorized.  Michael Battista’s research has provided many instances of students clinging to algorithms without understanding.  He gives an example of a student who has not quite mastered the standard algorithm for addition and makes numerous errors on a worksheet.  On one item, for example, the student forgets to carry and calculates that 19 + 6 = 15.  In a post-worksheet interview, the student counts 6 units from 19 and arrives at 25.  Despite the obvious discrepancy—(25 is not 15, the student agrees)—he declares that his answers on the worksheet must be correct because the algorithm he used “always works.”^[iii] 

Math reformers rightfully argue that blind faith in procedure has no place in a thinking mathematical classroom. Who can disagree with that?  Students should be able to evaluate the validity of answers, regardless of the procedures used, and propose alternative solutions.  Standard algorithms are tools to help them do that, but students must be able to apply them, not in a robotic way, but with understanding.

Let’s return to Carroll’s model of time and learning.  I conclude by making two points—one about curriculum and instruction, the other about implementation.

In the study of numbers, a coherent K-12 math curriculum, similar to that of the previous California and Massachusetts frameworks, can be sketched in a few short sentences.  Addition with whole numbers (including the standard algorithm) is taught in first grade, subtraction in second grade, multiplication in third grade, and division in fourth grade.  Thus, the study of whole number arithmetic is completed by the end of fourth grade.  Grades five through seven focus on rational numbers (fractions, decimals, percentages), and grades eight through twelve study advanced mathematics.  Proficiency is sought along three dimensions:  1) fluency with calculations, 2) conceptual understanding, 3) ability to solve problems.

Placing the CCSS-M standard for knowing the standard algorithms of addition and subtraction in fourth grade delays this progression by two years.  Placing the standard for the division algorithm in sixth grade continues the two-year delay.   For many fourth graders, time spent working on addition and subtraction will be wasted time.  They already have a firm understanding of addition and subtraction.  The same thing for many sixth graders—time devoted to the division algorithm will be wasted time that should be devoted to the study of rational numbers.  The numerator in Carroll’s instructional time model will be greater than the denominator, indicating the inefficient allocation of time to instruction.

As Jason Zimba points out, not everyone agrees on when the standard algorithms should be taught, the alternative algorithms that should be taught, the manner in which any algorithm should be taught, or the amount of instructional time that should be spent on computational procedures.  Such decisions are made by local educators.  Variation in these decisions will introduce variation in the implementation of the math standards.  It is true that standards, any standards, cannot control implementation, especially the twists and turns in how they are interpreted by educators and brought to life in classroom instruction.  But in this case, the standards themselves are responsible for the myriad approaches, many unproductive, that we are sure to see as schools teach various algorithms under the Common Core.

Last week, CNN ran a back-to-school story on homework with the headline, “Kids Have Three Times Too Much Homework, Study Finds; What’s the Cost?” Homework is an important topic, especially for parents, but unfortunately, CNN’s story misleads rather than informs. The headline suggests American parents should be alarmed because their kids have too much homework. Should they? No, CNN has ignored the best evidence on that question, which suggests the opposite. The story relies on the results of one recent study of homework—a study that is limited in what it can tell us, mostly because of its research design. But CNN even gets its main findings wrong. The study suggests most students have too little homework, not too much.

The study that piqued CNN’s interest was conducted during four months (two in the spring and two in the fall) in Providence, Rhode Island. About 1,200 parents completed a survey about their children’s homework while waiting in 27 pediatricians’ offices. Is the sample representative of all parents in the U.S.? Probably not. Certainly CNN should have been a bit leery of portraying the results of a survey conducted in a single American city—any city—as evidence applying to a broader audience. More importantly, viewers are never told of the study’s significant limitations: that the data come from a survey conducted in only one city—in pediatricians’ offices by a self-selected sample of respondents.

The survey’s sampling design is a huge problem. Because the sample is non-random there is no way of knowing if the results can be extrapolated to a larger population—even to families in Providence itself. Close to a third of respondents chose to complete the survey in Spanish. Enrollment in English Language programs in the Providence district comprises about 22 percent of students. About one-fourth (26 percent) of survey respondents reported having one child in the family. According to the 2010 Census, the proportion of families nationwide with one child is much higher, at 43 percent.^[i] The survey is skewed towards large, Spanish-speaking families. Their experience with homework could be unique, especially if young children in these families are learning English for the first time at school.

The survey was completed by parents who probably had a sick child as they were waiting to see a pediatrician. That’s a stressful setting. The response rate to the survey is not reported, so we don’t know how many parents visiting those offices chose not to fill out the survey. If the typical pediatrician sees 100 unique patients per month, in a four month span the survey may have been offered to more than ten thousand parents in the 27 offices. The survey respondents, then, would be a tiny slice, 10 to 15 percent, of those eligible to respond. We also don’t know the public-private school break out of the respondents, or how many were sending their children to charter schools. It would be interesting to see how many parents willingly send their children to schools with a heavy homework load.

I wish the CNN team responsible for this story had run the data by some of CNN’s political pollsters. Alarm bells surely would have gone off. The hazards of accepting a self-selected, demographically-skewed survey sample as representative of the general population are well known. Modern political polling—and its reliance on random samples—grew from an infamous mishap in 1936. A popular national magazine, the Literary Digest, distributed 10 million post cards for its readers to return as “ballots” indicating who they would vote for in the 1936 race for president. More than two million post cards were returned! A week before the election, the magazine confidently predicted that Alf Landon, the Republican challenger from Kansas, would defeat Franklin Roosevelt, the Democratic incumbent, by a huge margin: 57 percent to 43 percent. In fact, when the real election was held, the opposite occurred: Roosevelt won more than 60% of the popular vote and defeated Landon in a landslide. Pollsters learned that self-selected samples should be viewed warily. The magazine’s readership was disproportionately Republican to begin with, and sometimes disgruntled subjects are more likely to respond to a survey, no matter the topic, than the satisfied.

Here’s a very simple question: In its next poll on the 2016 presidential race, would CNN report the results of a survey of self-selected respondents in 27 pediatricians’ offices in Providence, Rhode Island as representative of national sentiment? Of course not. Then, please, CNN, don’t do so with education topics.

Let’s set aside methodological concerns and turn to CNN’s characterization of the survey’s findings. Did the study really show that most kids have too much homework? No, the headline that “Kids Have Three Times Too Much Homework” is not even an accurate description of the study’s findings. CNN’s on air coverage extended the misinformation. The online video of the coverage is tagged “Study: Your Kids Are Doing Too Much Homework.” The first caption that viewers see is “Study Says Kids Getting Way Too Much Homework.” All of these statements are misleading.

In the published version of the Providence study, the researchers plotted the average amount of time spent on homework by students’ grade.^[ii] They then compared those averages to a “10 minutes per-grade” guideline that serves as an indicator of the “right” amount of homework. I have attempted to replicate the data here in table form (they were originally reported in a line graph) to make that comparison easier.^[iii]

Contrary to CNN’s reporting, the data suggest—based on the ten minute per-grade rule—that most kids in this study have too little homework, not too much. Beginning in fourth grade, the average time spent on homework falls short of the recommended amount—a gap of only four minutes in fourth grade that steadily widens in later grades.

A more accurate headline would have been, “Study Shows Kids in Nine out of 13 Grades Have Too Little Homework.” It appears high school students (grades 9-12) spend only about half the recommended time on homework. Two hours of nightly homework is recommended for 12^th graders. They are, after all, only a year away from college. But according to the Providence survey, their homework load is less than an hour.

So how in the world did CNN come up with the headline “Kids Have Three Times Too Much Homework?” By focusing on grades K-3 and ignoring all other grades. Here’s the reporting:

The study, published Wednesday in The American Journal of Family Therapy, found students in the early elementary school years are getting significantly more homework than is recommended by education leaders, in some cases nearly three times as much homework as is recommended.

The standard, endorsed by the National Education Association and the National Parent-Teacher Association, is the so-called "10-minute rule"— 10 minutes per-grade level per-night. That translates into 10 minutes of homework in the first grade, 20 minutes in the second grade, all the way up to 120 minutes for senior year of high school. The NEA and the National PTA do not endorse homework for kindergarten.

In the study involving questionnaires filled out by more than 1,100 English and Spanish speaking parents of children in kindergarten through grade 12, researchers found children in the first grade had up to three times the homework load recommended by the NEA and the National PTA.

Parents reported first-graders were spending 28 minutes on homework each night versus the recommended 10 minutes. For second-graders, the homework time was nearly 29 minutes, as opposed to the 20 minutes recommended.

And kindergartners, their parents said, spent 25 minutes a night on after-school assignments, according to the study…

CNN focused on the four grades, K-3, in which homework exceeds the ten-minute rule. They ignored more than two-thirds of the grades. Even with this focus, a more accurate headline would have been, “Study Suggests First Graders in Providence, RI Have Three Times Too Much Homework.”

Homework is a controversial topic. People hold differing points of view as to whether there is too much, too little, or just the right amount of homework. That makes it vitally important that the media give accurate information on the empirical dimensions to the debate.  The amount of homework kids should have is subject to debate. But the amount of homework kids actually have is an empirical question. We can debate whether it’s too hot outside, but the actual temperature should be a matter of measurement, not debate. It’s impossible to think of a rational debate that can possibly ensue on the homework issue without knowing the empirical status quo in regards to time. Imagine someone beginning a debate by saying, “I am arguing that kids have too much [substitute “too little” here for the pro-homework side] homework but I must admit that I have no idea how much they currently have.”

Data from the National Assessment of Educational Progress (NAEP) provide the best evidence we have on the amount of homework that kids have. NAEP’s sampling design allows us to make inferences about national trends, and the Long-Term Trend (LTT) NAEP offers data on homework since 1984. The latest LTT NAEP results (2012) indicate that the vast majority of nine-year-olds (83 percent) have less than an hour of homework each night. There has been an apparent uptick in the homework load, however, as 35 percent reported no homework in 1984, and only 22 percent reported no homework in 2012. MET Life also periodically surveys a representative sample of students, parents, and teachers on the homework issue. In the 2007 results, a majority of parents (52 percent) of elementary grade students (grades 3-6 in the MET survey) estimated their children had 30 minutes or less of homework.

The MET Life survey found that parents have an overwhelmingly positive view of the amount of homework their children are assigned. Nine out of ten parents responded that homework offers the opportunity to talk and spend time with their children, and most do not see homework as interfering with family time or as a major source of familial stress. Minority parents, in particular, reported believing homework is beneficial for students’ success at school and in the future.^[iv]

That said, just as there were indeed Alf Landon voters in 1936, there are indeed children for whom homework is a struggle. Some bring home more than they can finish in a reasonable amount of time. A complication for researchers of elementary age children is that the same students who have difficulty completing homework may have other challenges—difficulties with reading, low achievement, and poor grades in school.[v] Parents who question the value of homework often have a host of complaints about their child’s school. It is difficult for researchers to untangle all of these factors and determine, in the instances where there are tensions, whether homework is the real cause. To their credit, the researchers who conducted the Providence study are aware of these constraints and present a number of hypotheses warranting further study with a research design supporting causal inferencing. That’s the value of this research, not CNN’s misleading reporting of the findings.