Swiss Deflation

The Wall Street Journal Monday Oct 19 offers a reflection on deflation in Switzerland.

"It’s as close to an economic consensus as you can get: Deflation is bad for an economy, and central bankers should avoid it at all costs."

I differ, as does Milton Friedman's "Optimum quantity of money." And my "who's afraid of a little deflation" in... The Wall Street Journal.

"Then there’s Switzerland, whose steady growth and rock-bottom unemployment is chipping away at that wisdom."

"At a time of lively global debate about low inflation and its ill effects, tiny Switzerland—with an economy 4% the size of the U.S.—offers a fascinating counterpoint, with some even pointing to what they call 'good deflation.' ”

Indeed. The 1970s had stagflation. Now we have the opposite, "good deflation."  The Phillips curve lives on in "consensus."

Switzerland also is a good case for just how powerless central banks are to do much about it.

Do higher interest rates raise or lower inflation?

A new working paper by that title (pdf).  Some of the main ideas are in a longish post from last August.

The fact that inflation is so stable when interest rates are stuck at zero has profound implications. If inflation is stable at a zero peg, it must be stable at a higher peg as well, which means raising interest rates must sooner or later raise inflation. The open question, which this paper goes after, is whether inflation can temporarily decline when interest rates rise. (Graphs from an earlier blog post here.)

Classical "Keynesian" or "Monetarist" models say that inflation is unstable in a peg. They must be wrong. "New-Keynesian" models say that inflation is stable in a peg, a good point in their favor. The important difference is rational expectations. If people drive a car looking in the rear view mirror, cars are unstable and veer off the road. If people look forward, then cars are stable and get back on the road on their own.

But the standard new-Keynesian model also predicts that inflation goes up if interest rates rise, as shown in the graph.  Interest rates are blue, inflation is red, output is black. The dashed line is when people know the rise is coming, the solid line for when it's a surprise.  Raising rates does lower output, just as you thought.

The paper tries everything to revive the idea that higher interest rates lower inflation, without luck.

Abstract:

The standard new-Keynesian model accounts well for the fact that inflation has been stable at a zero interest rate peg. However, If the Fed raises nominal interest rates, the same model model predicts that inflation will smoothly rise, both in the short run and long run. This paper presents a series of failed attempts to escape this prediction. Sticky prices, money, backward-looking Phillips curves, alternative equilibrium selection rules, and active Taylor rules do not convincingly overturn the result. The evidence for lower inflation is weak. Perhaps both theory and data are trying to tell us that, when conditions including adequate fiscal-monetary coordination operate, pegs can be stable and inflation responds positively to nominal interest rate increases.

Who is walking who?

Click here for the rest

It's a graphic novel treatment of Gene Fama's Does the Fed Control Interest Rates? paper, from the Booth school's Capital Ideas magazine, by Eric Cochrane (yes, we're related). If it appears squished, use a wide browser window. The art is better in the printed form. 

Eric captured cointegration and error correction, and Gene's regressions of short and long-term interest rates, cleverly with the story. Does Sally take Lucy for a walk, or is Lucy really leading Sally around?  Well, when Lucy goes off hunting for a squirrel, who then moves to catch up?  

Historical Fiction

Steve Williamson has a very nice post "Historical Fiction", rebutting the claim, largely by Paul Krugman, that the late 1970s Keynesian macroeconomics with adaptive expectations was vindicated in describing the Reagan-Volker era disinflation.

The claims were startling, to say the least, as they sharply contradict received wisdom in just about every macro textbook: The Keynesian IS-LM model, whatever its other virtues or faults, failed to predict how quickly inflation would take off in the 1970, as the expectations-adjusted Phillips curve shifted up. It then failed to predict just how quickly inflation would be beaten in the 1980s. It predicted agonizing decades of unemployment. Instead, expectations adjusted down again, the inflation battle ended quickly. The intellectual battle ended with rational expectations and forward-looking models at the center of macroeconomics for 30 years.

Just who said what in memos or opeds 40 years ago is somewhat of a fodder for a big blog debate, which I won't cover here.

Steve posted a graph from an interesting 1980 James Tobin paper simulating what would happen. This is a nicer source than old memos or opeds from the early 1980s warning of impeding doom. Memos and opeds are opinions. Simulations capture models.

The graph:

Source: James Tobin, BPEA. 

I thought it would be more effective to contrast this graph with the actual data, rather than rely on your memories of what happened.

The black lines are the Tobin simulation. The blue lines are what actually happened. (I'm not good enough with photoshop to superimpose the graphs, so I read Tobin's data off his chart.)

The two curves parallel in 81 to 83, with reality moving much faster. But In 1984 it all falls apart. You can see the "Phillips curve shift" in the classic rational expectations story; the booming recovery that followed the 82 recession.

And you can see the crucial Keynesian prediction error: After the monetary tightening is over in 1986, no, we do not need years and years of grinding 10% unemployment.

So, conventional history is, it turns out, right after all. Adaptive-expectations ISLM models and their interpreters were predicting years and years of unemployment to quash inflation, and it didn't happen.

Whither inflation?

(Note: This post uses mathjax to display equations and has several graphs. I've noticed that the blog gets picked up here and there and mangled along the way. If you can't read it or see the graphs, come back to the original .)

The news reports from Jackson Hole are very interesting. Fed officials are grappling with a tough question: what will happen to inflation? Why is there so little inflation now? How will a rate rise affect inflation? How can we trust models of the latter that are so wrong on the former?

Well, why don't we turn to the most utterly standard model for the answers to this question -- the sticky-price intertemporal substitution model. (It's often called "new-Keynesian" but I'm trying to avoid that word since its operation and predictions turn out to be diametrically opposed to anything "Keyneisan," as we'll see.)

Here is the model's answer:

Response of inflation (red) and output (black) to a permanent rise in interest rates (blue). 

The blue line supposes a step function rise in nominal interest rates. The red line plots the response of inflation and the black line plots output.  The solid lines plot the answer to the standard question, what if the Fed suddenly and unexpectedly raises rates? But the Fed is not suddenly and unexpectedly doing anything, so the dashed lines plot answers to the much more relevant question: what if the Fed tells us long in advance that the rate rise is coming?

According to this standard model, the answer is clear: Inflation rises throughout the episode, smoothly joining the higher nominal interest rate. Output declines.

For better or worse?

Three recent news items and blog posts make a provocative contrast:

Paul Krugman, New York Times,  "The MIT Gang"

It’s actually surprising how little media attention has been given to the dominance of M.I.T.-trained economists in policy positions and policy discourse.... 

James Bartholomew, The Spectator, "British economics graduates have left a trail of misery around the world"

"... the trendy doctrines of our universities have much to answer for" 

(A list that in terms of needless human suffering, is pretty astounding)

Yannis Palaiologos, Politico, Beware of American econ professors!  

World-famous economists — men of Nobel prizes and stellar academic accomplishment — have provided intellectual cover to radicals who appeared at best to be willing to take a stupendously reckless gamble with Greece’s financial, political and geopolitical future, 

To belabor the obvious: Be careful what you wish for.

Mankiw and Conventional Wisdom on Europe

Greg Mankiw wrote a week ago in the Sunday New York Times, ably explaining the  conventional view that the Euro is a bad idea, and that even countries as small as Greece (11 million people) need national currencies. Excerpt:

Monetary union works well in the United States. No economist suggests that New York, New Jersey and Connecticut should each have its own currency, and indeed it would be highly inconvenient if they did. Why can’t Europeans enjoy the conveniences of a common currency?

Two reasons. First, unlike Europe, the United States has a fiscal union in which prosperous regions of the country subsidize less prosperous ones. Second, the United States has fewer barriers to labor mobility than Europe. In the United States, when an economic downturn affects one region, residents can pack up and find jobs elsewhere. In Europe, differences in language and culture make that response less likely.

As a result, Mr. Friedman and Mr. Feldstein contended that the nations of Europe needed a policy tool to deal with national recessions. That tool was a national monetary policy coupled with flexible exchange rates. Rather than heed their counsel, however, Europe adopted a common currency for much of the Continent and threw national monetary policy into the trash bin of history.

Making matters worse, however, was the common currency. In an earlier era, Greece could have devalued the drachma, making its exports more competitive on world markets. Easy monetary policy would have offset some of the pain from tight fiscal policy. Mr. Friedman and Mr. Feldstein were right: The euro has turned into an economic liability that has exacerbated political tensions. For this, the European elites who pushed for the currency union bear some responsibility.

I am a big euro fan. This seems a good moment to explain why I don't accept this conventional view, despite its authority from Milton Friedman to Marty Feldstein and Greg Mankiw and even to Paul Krugman.

Short: I am also a big meter fan. I don't think each country needs its own measure of length, or to shorten it when local clothiers are having trouble and would like to raise cloth prices.

Learning and New Keynesian Models.

John Barrdear at the Bank of England just posted an interesting paper, Towards a New Keynesian theory of the price level. Like Garcia Schmidt and Woodford, it changes the information structure of the standard model to avoid the standard model's problems.

Modifying the standard New-Keynesian model to replace firms' full information and sticky prices with flexible prices and dispersed information, and imposing mild and plausible restrictions on the monetary authority's decision rule, produces the striking results that (i) there exists a unique and globally stable steady-state rate of inflation, despite the possibility of a lower bound on nominal interest rates; and (ii) in the vicinity of steady-state, the price level is determinate (and not just the rate of inflation), despite the central bank targeting inflation. ... The model admits a determinate, stable solution with no role for sunspot shocks when the monetary authority responds by less than one-for-one to changes in expected inflation, including under an interest rate peg....

I haven't read this one yet either. I'm posting for anyone following these issues. Like Garcia Schmidt and Woodford, I also hope that others will read the papers and help to figure out if they really work as advertised.

Miles Looks Back

David Miles, retiring from the Monetary Policy Committee of the Bank of England, gave a fascinating speech on the occasion.  (Pdf with graphs here.) David's voice is particularly interesting since he's a real-world central banker, not an ivory-tower academic who can afford to have radical views. Many central bankers seem to evolve to the view that yes, they can push all the levers and run things just right. Not David.

Looking back: lessons from the global financial crisis

..the simplest, and arguably most effective, policy [to avoid financial crises] may well have low long run costs. That policy is to gradually change the funding structure of banks so that they are much better able to deal with shocks by relying less on debt and more on equity...

Calomiris and sticky prices

Charles Calomiris has a very interesting Forbes oped on Greece, with a much deeper insight.

My proposal begins with government action to write down the value of all euro-denominated contracts enforced within Greece. This “redenomination” would make all existing contracts – wages, pensions, deposits, and loans – legally worth only, say, 70% of their current nominal value. This policy would kill several birds with one stone. It would significantly reduce pensions, relieving fiscal pressure and satisfying troika demands for fiscal sustainability. It would do so in a way that would also mitigate the purchasing power consequences for pensioners, because an across-the-board redenomination would lower prices throughout the economy, making the reduction in nominal pensions more bearable. By applying redenomination to deposits and loans, banks’ health would be revived – their loans would now be payable and therefore more valuable, and their net worth would consequently rise. The 30% wage reduction would further reduce fiscal problems and make Greek producers competitive, and operate as an “internal devaluation” to raise demand for Greek products and tourism. Most importantly, this internal devaluation – by solving the problems of fiscal deficits, non-competitiveness and bank insolvency – would inspire confidence in Athens’ ability to stay within the eurozone, which should bring deposits back into the banking system to fuel a rebirth of lending.

I think this is about half right, but a very good idea lies in here.

"an across-the-board redenomination would lower prices throughout the economy"? Not necessarily. Why would any store lower prices just because it gets to lower wages and rent? Prices are not a "contract."

Thus, the redenomination should probably come with a (say) one week price control. Every price must be lowered 30% over what it was the previous day, for a week,  Just long enough for each store to see that its competitors and suppliers has also really lowered prices.  Then stores can do what they want.

Feldstein on inflation

Martin Feldstein has an interesting Op-Ed in the Wall Street Journal, "Why the U.S. Underestimates Growth."

The basic idea is that inflation may be overstated, because it doesn't do a good job of handling new products. As a result, real output growth may be a bit stronger than measured.  Marty runs through a lot of sensible conclusions.

He doesn't talk about monetary policy, but that's interesting too. So what if inflation really is (say) 3% lower than we think it is, and therefore real output growth is 3% larger than it really is?

Unit roots in English and Pictures

After my unit roots redux post, a few people have asked for a nontechnical explanation of what this is all about.

Suppose there is an unexpected movement in any of the data we look at -- inflation, unemployment, GDP, prices, etc.  Now, how does this "shock" affect our best estimate of where this variable will be in the future? The graph shows three possibilities.

Unit roots, redux

Arnold Kling's askblog and Roger Farmer have a little exchange on GDP and unit roots. My two cents here.

I did a lot of work on this topic a long time ago, in How Big is the Random Walk in GNP?  (the first one)  Permanent and Transitory Components of GNP and Stock Prices” (The last, and I think best one) "Multivariate estimates" with Argia Sbordone, and "A critique of the application of unit root tests", particularly appropriate to Roger's battery of tests.

The conclusions, which I still think hold up today:

Log GDP has both random walk and stationary components. Consumption is a pretty good indicator of the random walk component. This is also what the standard stochastic growth model predicts: a random walk technology shock induces a random walk component in output but there are transitory dynamics around that value.

Macro Handbook 2

Last week I attended the first half of the conference on the Handbook of Macroeconomics Volume 2, organized by John Taylor and Harald Uhlig, held at Hoover. The conference program and most of the papers are here.  The second half will be in Chicago April 23-25, program here

Overall, this Handbook is shaping up as a very useful resource.  Really good summary and review papers are a natural way in to long literatures. Bad summary and review papers are long and boring. The conference produced the first kind. Most of the papers are rough first drafts, so make a note to come back when they're finished. A few highlights (with apologies to authors I've left out; I can't review them all here.)

Blanchard on Countours of Policy

Olivier Blanchard, (IMF research director) has a thoughtful blog post, Contours of Macroeconomic Policy in the Future. In part it's background for the IMF's upcoming conference with the charming title Rethinking Macro Policy III: Progress or Confusion?” (You can guess my choice.)

Olivier cleanly poses some questions which in his view are likely to be the focus of policy-world debate for the next few years.  Looking for policy-oriented thesis topics? It's a one-stop shop.

Whether these should be the questions is another matter. (Mostly no, in my view.)

As a blogger, I can't resist a few pithy answers. But please note, I'm mostly having fun, and the questions and essay are much more serious.

Jumps and diffusions

I learned an interesting continuous time trick recently. The context is a note, "The fragile benefits of endowment destruction" that I wrote with John Campbell, about how to extend our habit model to jumps in consumption. The point here is more interesting than that particular context.

Suppose one time series \(x\), which follows a diffusion, drives another \(y\). In the simplest example, \[dx_t = \sigma dz_t \] \[ dy_t = y_t dx_t. \] In our example, the second equation describes how habits \(y\) respond to consumption \(x\). The same kind of structure might describe how invested wealth \(y\) responds to asset prices \(x\), or how option prices \(y\) respond to stock prices \(x\).

Now, suppose we want to extend the model to handle jumps in \(x\), \[dx_t = \sigma dz_t + dJ_t.\] What do we do about the second equation? \(y_t\) now can jump too. On the right hand side of the second equation, should we use the left limit, the right limit, or something in between?

Borio, Erdem, Filardo and Hofmann on the Costs of Deflation

Claudio Borio, Magdalena Erdem, Andrew Filardo and Boris Hofmann have a nice paper, "The costs of deflations: a historical perspective"

Deflation remains the looming zombie apocalypse of international monetary commentary.  Before we argue too much about cause and effect, it's nice to get the correlations straight. And the correlation between deflation and poor growth is much weaker than most people think:

Levine on the Keynesian Illusion

David Levine has a very nice post on the Keynesian Illusion.

David Levine's analogy for Stimulus

Some big themes: Standard Keynesian economics violates budget constraints. He explains it well, but it is sure to occasion the usual venom from with the "Say's law fallacy" brigade that has a lot of trouble understanding the difference between budget constraints and equilibrium conditions.

David does a lot without equations. That broadens the appeal, but equations can be useful. For example equations clarify that crucial difference between budget constraints and equilibrium conditions. Equations can put to rest silly controversies. We might not still be writing papers, books, and blog posts about what "Keynes really meant," 80 years after the fact, or using "Say's law" as rotten tomatoes, if Keynes had written some equations.  Cynically, maybe the lesson is that lack of equations -- or even an equations appendix or citation -- keeps debate going and your name in the papers.

Arezki, Ramey, and Sheng on news shocks

I attended the NBER EFG (economic fluctuations and growth) meeting a few weeks ago, and saw a very nice paper by Rabah Arezki, Valerie Ramey, and Liugang Sheng, "News Shocks in Open Economies: Evidence from Giant Oil Discoveries" (There were a lot of nice papers, but this one is more bloggable.)

They look at what happens to economies that discover they have a lot of oil.

An oil discovery is a well identified "news shock."

Standard productivity shocks are a bit nebulous, and alter two things at once: they give greater productivity and hence incentive to work today and also news about more income in the future.

An oil discovery is well publicized. It incentivizes a small investment in oil drilling, but mostly is pure news of an income flow in the future. It does not affect overall labor productivity or other changes to preferences or technology.

Rabah,Valerie, and Liugang then construct a straightforward macro model of such an event.

SNB, CHF, ECB, and QE

The last two weeks have been full of monetary news with the Swiss Franc peg, and the ECB's announcement of Quantitative Easing (QE). A few thoughts.

As you have probably heard by now, the Swiss Central Bank removed the 1.20 cap vs. the euro, and the franc promptly shot up 20%.

To defend the peg, the Swiss central bank had bought close to a year's Swiss GDP of euros (short-term euro debt really) to issue similar amounts of Swiss Franc denominated debt.

This is a QE -- a big QE. Buy assets, print money (again, really interest-paying reserves). So to some extent the news items are related. And, it's pretty clear why the SNB abandoned the peg. If the ECB started essentially the opposite transaction -- buying debt and selling euros -- the SNB would soon be awash.

A few lessons: