Friday, March 3, 2017
What's Up With Inflation?
One of the more stark turnarounds in inflation performance is in Sweden. To see what is going on, it helps to look at CPI levels:
For the Euro area, the story is similar. Here's the Euro area CPI:
Another instance of increasing inflation is the UK:
What's the most likely cause of the increase in the inflation rate in these three countries? I don't think we have to look far:
The timing certainly seems to suggest that oil price increases are responsible for the increase in inflation in Sweden, the Euro area, and the UK. But, of course, the monetary policies of the Riksbank, the ECB, and the Bank of England were specifically designed to increase inflation. These policies included low or negative nominal interest rate targets and large-scale asset purchases by the central bank. Most of the central bankers involved tend to subscribe to a simple Keynesian story: inflation expectations are fixed (i.e. "anchored"); lower interest rates reduce real rates of interest, which increase spending, output, and employment; inflation increases through a Phillips curve effect. Why can't we always see these effects? True believers might appeal to "long and variable lags" and a "flat Phillips curve." Those are dodges, I think. IS/LM/Phillips curve isn't a helpful framework for thinking about monetary policy if I have to worry about whether it's going to take six weeks or six years for monetary policy to work, or if I need to be concerned whether the Phillips curve is just resting, flat, sloping the wrong way, or deceased.
Further, there are countries in which extreme forms of negative interest rate monetary policy and a large central bank balance sheet don't appear to have moved inflation in the desired direction. One is Switzerland. Here's the Swiss CPI:
What's the conclusion? For all these countries, recent data is consistent with the view that persistently low nominal interest rates do not increase inflation - this just makes inflation low. If a central bank is persistently undershooting its inflation target, the solution - the neo-Fisherian solution - is to raise the nominal interest rate target. Undergraduate IS/LM/Phillips curve analysis may tell you that central banks increase inflation by reducing the nominal interest rate target, but that's inconsistent with the implications of essentially all modern mainstream macroeconomic models, and with recent experience.
But, even if we recognize the importance of Fisher effects, that will not make inflation control easy. (i) Shocks to the economy - for example large changes in the relative price of crude oil - can push inflation off track. (ii) The long-run real rate of interest is not a constant. As is now widely-recognized, the real rate of return on government debt, particularly in the United States, has trended downward for the last 35 years or so, and shows no signs that it will increase. By Fisherian reasoning, a persistently low real interest rate implies that the short-term nominal interest rate consistent with 2% inflation is much lower than it once was. But what's the best guess for the appropriate nominal interest rate currently, in the United States? Here's the inflation rate, and the 3-month T-bill rate in the United States (I'm using the T-bill rate to avoid questions as to what overnight rate we should be looking at):