Well, not so fast. To measure stability of prices, we need to account both for price increases and for price decreases. If the CPI doubles from year 1 to year 2, and then falls by 50% from year 2 to year 3, we will measure zero inflation between years 1 and 3. But I don't think anyone would suggest that prices were stable.
So, I calculated the absolute value of the year-to-year changes n the CPI (1774-2013) and in the PCE Deflator (1790-2013), and then calculated the mean absolute percentage changes in these price indexes for the 1774-1933 (1790-1933) and 1933-2013 periods. I also calculated the standard deviation of the absolute percentage changes. The table below shows what I found.
|
|
CPI
|
PCE
|
|
Mean Annual
Absolute % Change,
1790-1933 (1790-1933) Standard Deviation, 1774-1933 (1790-1933) Mean Annual Absolute % Change, 1933-2013 Standard Deviation, 1933-2013 |
4.8%
5.5% 3.8% 3.1% |
4.4%
4.6% 3.5% 2.6% |
What happened, obviously, in the earlier period is that price increases (inflation) were offset by price decreases (deflation), while in the later period, the economy has mostly experienced inflation.
But the year-to-year changes were, in general, larger before 1933 and smaller after 1933. Furthermore, the variation in the year-to-year changes were also larger before 1933 and smaller after 1933.
I would suggest that the price stability question probably ought to be scored as a "win" for the fiat money period.
(Data from the Economic History Association's web site.)
No comments:
Post a Comment