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

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24 The <strong>Life</strong>-Cycle <strong>Hypothesis</strong><br />

consumption with respect to in<strong>com</strong>e should depend, according to our theory, on<br />

three major factors which are capable <strong>of</strong> variation in different samples. This<br />

elasticity depends, inversely, on (a) the degree <strong>of</strong> short-term variability <strong>of</strong> in<strong>com</strong>e;<br />

(b) the magnitude <strong>of</strong> variations over time in the permanent <strong>com</strong>ponent <strong>of</strong> in<strong>com</strong>e<br />

that give rise to unbalances in the relation between assets holdings and the permanent<br />

<strong>com</strong>ponent itself; and (c) directly, on the elasticity <strong>of</strong> in<strong>com</strong>e expectations.<br />

40 Given the magnitude <strong>of</strong> these three factors, the elasticity should depend<br />

also on the age <strong>of</strong> the households in the sample since, as we see from equation<br />

(II.1¢), the coefficient <strong>of</strong> the second and third <strong>com</strong>ponents <strong>of</strong> p vary with age.<br />

This point, however, will receive proper attention in the next section.<br />

In our discussion so far we have been concerned with a cross section <strong>of</strong> households<br />

within the earning span. The effect <strong>of</strong> the inclusion <strong>of</strong> retired households<br />

in the sample can readily be established. According to our model, these households<br />

should have, on the average, levels <strong>of</strong> consumption not very different from<br />

the over-all average, 41 while, at the same time, earning in<strong>com</strong>es well below<br />

average (in our present simplified version, no in<strong>com</strong>e at all). The inclusion <strong>of</strong><br />

these households, therefore, will have the effect <strong>of</strong> raising still further the c¯(y)<br />

curves for low levels <strong>of</strong> y, thereby increasing its general tilting and possibly<br />

making it convex to the in<strong>com</strong>e axis. 42<br />

Summing up, the typical findings <strong>of</strong> budget studies as to the relation between<br />

consumption, saving, and in<strong>com</strong>e in a given year, or some other short interval <strong>of</strong><br />

time, are precisely what they should be according to our model. But, as we see,<br />

the interpretation <strong>of</strong> these findings that follows from our model is radically different<br />

from the one generally accepted. According to the usual interpretation,<br />

these findings show that the proportion <strong>of</strong> in<strong>com</strong>e saved rises with the economic<br />

status <strong>of</strong> the household. According to our model, on the other hand, they only<br />

show that households whose in<strong>com</strong>e is above the level to which they are adjusted<br />

save an abnormally large proportion and those whose in<strong>com</strong>e is below this level<br />

save an abnormally low proportion, or even dissave.<br />

To be sure, up to this point, we have done little more than to show that the<br />

findings <strong>of</strong> budget data are consistent with either interpretation. It may be<br />

objected that this demonstration is an insufficient ground for discarding the old<br />

and widely accepted explanation for our new and radically different one. It would<br />

seem that, to support our claims, we should be able to produce some crucial tests,<br />

the result <strong>of</strong> which will enable us to discriminate between the two <strong>com</strong>peting<br />

explanations. We believe that the remarkable piece <strong>of</strong> research recently reported<br />

on by Margaret G. Reid, discussed in the next section, <strong>com</strong>es as close to providing<br />

such a test as seems feasible with the kind <strong>of</strong> data that are presently<br />

available. 43

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