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

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

private insurance against various events and <strong>of</strong> life annuities. While precaution<br />

and liquidity constraints make for higher saving, there may be another factor<br />

making for smaller saving, namely myopia or the failure to make adequate preparations<br />

for retirement. But there is so far little evidence <strong>of</strong> myopia being a widespread<br />

phenomenon.<br />

Finally, the saving rate will be affected by socio-demographic variables. To<br />

begin with, population growth is expected to affect the saving rate through the<br />

age structure <strong>of</strong> the population. But in addition, several other variables have been<br />

suggested, e.g., life expectancy, the proportion <strong>of</strong> retired people, retirement habits<br />

(the extent to which people retire and the prevailing age at which they to), and<br />

the incidence <strong>of</strong> female participation in the labor force.<br />

Of all these variables in our empirical test we will limit ourselves to two: first,<br />

the proportion <strong>of</strong> the population below working age (which we take to be 15);<br />

we expect this variable to have a negative effect on s, because <strong>of</strong> the extra load<br />

imposed on parents through a larger family size. Second, female participation,<br />

which we measure as the ratio <strong>of</strong> working women age 25–54 to the total number<br />

<strong>of</strong> women in the same age group. This variable is expected to have a negative<br />

sign, on the grounds that when a second spouse enters employment, expenditures<br />

will rise proportionately more than in<strong>com</strong>e because <strong>of</strong> the need to replace, for a<br />

price, some <strong>of</strong> the activities that the working spouse can no longer perform.<br />

Recently, Guiso and Jappelli [8] have stressed a second reason, namely that, when<br />

both spouses work, there is less need to accumulate a precautionary balance. The<br />

other variables will be omitted because they are more questionable or are not<br />

readily measurable, like retirement habits.<br />

1.4 The General Model<br />

1.4.1 The Role <strong>of</strong> Bequests<br />

We can now move to the second approximation, or general model, by allowing<br />

first for the presence <strong>of</strong> bequests. One must distinguish between bequests resulting<br />

from the precautionary motive and those resulting from a true bequest motive.<br />

The former arise because <strong>of</strong> uncertainty as to the time <strong>of</strong> death. Since such<br />

bequests may be expected to be proportional to life resources, they may be<br />

lumped with life cycle saving and will not affect the properties <strong>of</strong> the basic model<br />

though they imply a somewhat larger wealth-to-in<strong>com</strong>e ratio. As for inheritances<br />

resulting from a true bequest motive, they can also be incorporated in the model<br />

without affecting its basic properties by postulating that bequest behavior is such<br />

that the flow <strong>of</strong> true inheritances is proportional to the flow <strong>of</strong> life cycle saving,<br />

or equivalently, the stock <strong>of</strong> inherited wealth at any point in time is proportional<br />

to total wealth; this <strong>of</strong> course implies that for any given growth trend, inherited<br />

wealth is also proportional to in<strong>com</strong>e. The evidence appears consistent with this

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