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

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

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Recent Declines in the <strong>Saving</strong>s Rate 111<br />

<strong>of</strong> 16.6 percent in the sixties to 15.3 percent in the seventies, and finally crumbled<br />

to 10.3 percent in the eighties, an overall decline <strong>of</strong> some 40 percent in<br />

twenty years and <strong>of</strong> one-third in the last decade. What makes the episode even<br />

more impressive is the generalized nature <strong>of</strong> the decline in saving. This can be<br />

seen from table 4.2, which reports the change in saving between decades: the top<br />

portion gives the change between the ’60s and the ’80s, the lower panel the<br />

change from the decade <strong>of</strong> the 1970s to that <strong>of</strong> the ’80s. From the top panel we<br />

see that saving fell in every single country (except Portugal where there was no<br />

change). In the final period, from the ’70s to the ’80s, the decline again spread<br />

to very nearly all countries, with the exception <strong>of</strong> Switzerland where the change<br />

was again near zero, and Norway where it reflected unusual circumstances.<br />

In the case <strong>of</strong> private saving, the decline, though still notable (from 14.8 percent<br />

to 12.3 percent), is less dramatic and less widespread; over the entire period<br />

saving declines in 16 countries out <strong>of</strong> 21, and only one <strong>of</strong> the remaining five has<br />

a pronounced rise in saving. As will be shown presently, the difference between<br />

the national and private saving rate reflects <strong>of</strong> course the large decrease in government<br />

surplus, averaging nearly four percentage points.<br />

1.2 A Brief Review <strong>of</strong> the <strong>Life</strong> Cycle Model Relevant to <strong>Aggregate</strong><br />

<strong>Saving</strong><br />

The so-called New Theories <strong>of</strong> the Consumption Function, which include the<br />

LCH first developed by Modigliani and Brumberg [15], and the Permament<br />

In<strong>com</strong>e <strong>Hypothesis</strong> (PY) <strong>of</strong> Milton Friedman [7], are distinguishable from the<br />

preexisting Keynesian model, based on crude empiricism, because they rest on a<br />

choice theoretic framework and more precisely on the theory <strong>of</strong> optimum allocation<br />

<strong>of</strong> “in<strong>com</strong>e” between alternative “<strong>com</strong>modities” (theory <strong>of</strong> consumers’<br />

choice). Following the pioneering work <strong>of</strong> Irving Fisher, the <strong>com</strong>modities<br />

between which the consumer chooses can be identified as consumption at various<br />

points <strong>of</strong> life, and in<strong>com</strong>e with the (present value <strong>of</strong>) resources accruing over life.<br />

This formulation has the basic implication that, contrary to the prevailing view,<br />

consumption at any point in time, as well as over the lifetime, depends on life<br />

resources and not on in<strong>com</strong>e at the time <strong>of</strong> consumption. Thus saving represents<br />

the residual between the consumption optimally allocated to a period and whatever<br />

the in<strong>com</strong>e happens to be in that period.<br />

The essential difference between PY and LCH is that Friedman relies on the<br />

approximation that life is infinite and therefore uniform. Friedman’s permanent<br />

in<strong>com</strong>e is the present value <strong>of</strong> resources over the infinite life times the rate <strong>of</strong><br />

return, and his main concern is the effect, on the saving <strong>of</strong> individuals or groups,<br />

<strong>of</strong> random shocks to in<strong>com</strong>e away from permanent in<strong>com</strong>e, his so-called transitory<br />

in<strong>com</strong>e. The LCH on the other hand takes explicitly into account that life is

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