Velocity Wanted: Sticky Prices yet Flexible Price Level 03
To be fair, macroeconomics, supposedly “empirical,” was conceived by a certain thought leader who first differentiated the run between “short” and “long.” Afterwards come forward numerous models of “equilibrium” (T0) have.
Alas,
千慮一失 (qiānlǜyīshī)! Master and disciples do take the metaphorical run (L for length in the space
dimension) for the real run (T for length in the time dimension). Providentially
in Cambridge, the time flies literally like an arrow over the space (L-1).
Down (0) with the time dimension (T)!
Ever since in Cambridge, any race
when longer than the 50m dash can be named
as “the long run” upon the choice of convenience; 100m is longer, 400m is
still longer and the like indefinitely. Such naming surely is true and
legitimate inasmuch all names are by definition true. For instance, there is no
way whatsoever to claim, much less “empirically verify,” that a boy named “Sue”
is false.
“Declaration of Fallacy.” The
rest of us wouldn’t need “so many words” as in macroeconomic models in general
and those of “equilibrium” in particular.
Open
any textbook of economics at the middle school, and we can find the “equilibrium”
price. Is each price sticky or flexible? All of us, a macroeconomist or
otherwise, would choose “sticky” out of the two: the metaphorical one price ex post facto. The rest of us
would conclude that all prices are sticky by the very definition of “equilibrium.”
Warmly
accepted is such a claim that macroeconomics be all about the gross national
income per year in full as opposed to
day, week, fortnight, month or quarter. Nice try all in all, but for the fact
that there is no ground at all to make any claim about the shape of the aggregate price (P for price level) out of the individual
shapes of prices.
The
rest of us solemnly declare independently from Cambridge: “Each price is sticky
but the price level is flexible.”
No Clap with One Hand. Those
macroeconomists are no less human than the others in having blind spots at the visionary
system. Alas, they forget, honestly or otherwise, that sticky prices shall
affect the AD curve as well. In effect of disregarding the AD, they clap with
one hand!
Top
secret among the rest of us: The individual market has two hands while the aggregate
market has one. There is no such things as AS or AD, but just GDP.
Back to the Future. Let
us make a trip to an ancient kingdom.
Once
upon a time in a kingdom by the sea, 15 acorns stamped with the royal seal was
legal tender with the name 10 thalers
on the face. The nominal GDP of the kingdom was reported to be 600 thalers in the year 2525 by the royal
income accountancy. According to the classical “quantity equation,” the
velocity of money was V≡
P∙Y/ M= 600/ 150= 4 turns per annum.
In
the following year 2526, undisputedly out of the “short run,” the nominal GDP was
750 thalers ceteris paribus but for V= 5. Voila, the economy was in the “natural level” of 60 “real acorns.”
In
Cambridge where P be sticky and V= 1/ k be constant “in the short
run” over a year of time, the story would be a whole lot different: The economy
grew 25% in “real quantities,” that is, 0.25=750/
600 – 1.00. What a wonderful world!
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