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"Life Cycle" Hypothesis of Saving: Aggregate ... - Arabictrader.com

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The Shameful Rate <strong>of</strong> Unemployment in the EMS 267<br />

reflected entirely in higher prices, higher interest rates and a likely loss <strong>of</strong> purchasing<br />

power <strong>of</strong> their financial assets.<br />

From these considerations, one might conclude that is a strong case to program<br />

zero, or near zero, inflation from the very beginning. Actually, there are a number<br />

<strong>of</strong> considerations in favor <strong>of</strong> a gradual descent, at least if we start from nonnegligible<br />

inflation. First, for reasons <strong>of</strong> equity, the programmed path <strong>of</strong> wages<br />

must take into account the unexpired portion <strong>of</strong> existing contracts; and second,<br />

one may wish to avoid substantial quick declines in nominal interest rates<br />

and the resulting large transfers to lenders from borrowers who entered into the<br />

borrowing contract at high interest rates on the expectation <strong>of</strong> a sluggish inflation<br />

rate and nominal interest rate.<br />

6.3 Programming the Real Wage, the Case <strong>of</strong> a Closed Economy<br />

With respect to the real wage, let us conveniently start with the case <strong>of</strong> a closed<br />

economy. We begin by recalling the basic identity:<br />

p= w-rw<br />

(8.1)<br />

i.e. price inflation (p) = wage increase (w) - increase in real wage (rw). We next<br />

recall that under the presumption <strong>of</strong> a relatively stable mark-up, (or stable<br />

sharing), the increase in the real wage is equal to the increase in productivity<br />

rw<br />

= y.<br />

(8.2)<br />

We can then conclude that one can achieve any desired rate <strong>of</strong> inflation, say pˆ by<br />

programming a nominal wage increase equal to pˆ + productivity growth<br />

wˆ = pˆ + y.<br />

(8.3)<br />

This conclusion can be readily verified by substituting for w in (1) the ŵ given<br />

by (8.3), and from (8.2), substituting y for rw, obtaining p = pˆ .<br />

More generally, to achieve consistent programming <strong>of</strong> wages and prices, p<br />

must equal w - y, or w must equal p + y.<br />

6.4 Programming Real and Nominal Wages to Achieve Price<br />

Stability, Fixed Exchange Rates and Full Employment in the EMS<br />

We now proceed to consider a set <strong>of</strong> open economies, a subset <strong>of</strong> which, like the<br />

members <strong>of</strong> EMS, share the desire to achieve those goals. We suggest that it is<br />

possible to reach them simultaneously, but that this will require much greater<br />

coordination <strong>of</strong> policies than the present one, which is largely limited to the area<br />

<strong>of</strong> interest rates and possibly fiscal policy. In particular, it would have to be<br />

extended to the coordination <strong>of</strong> wage policies.

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