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Extra resources for Current Issues in Labour Economics
1 shows the assumed distribution. Column (I) shows the weekly wages on offer, column (2) the number of firms affering each wage and finally, since each firm is selected randomly the relative frequency of each wage is interpreted as the probability of obtaining each wage, Pr( W'). 1 provides all the information required to calculate the expected return to search - hence the importance of knowing the wage-offer distribution. 0000 choose the size of samp1e which gives the greatest expected return net of search costs.
While a rise in property income is likely to reduce the household's total labour supply (Lm + L1), it is thus clear that a wage rise may or may not increase it, and that the effect may be different according to which of the two wage rates has changed. 4 SEXUAL DIVISION OF LABOUR Now imagine a situation where the merger of two individual households enlarges the set of home-production possibilities. Suppose, in other words, that the members of this two-person hausehold can not only produce more of the same goods that they could produce on their own, but also produce other goods (companionship, familiarity, Iove, children) that they could not produce on their own.
1. 9871 . 6) Continuing in this way we may calculate R(r) for each assumed value of r. 5. 9072 It is apparent that the expected return to search, R(r) is maximised when the reservation wage chosen is f 145. The optimal reservationwage in this case is therefore fl45, and the search rule says that if at any stage a wage W is discovered then: if W~ f 145 accept W and stop searching; if W < f 145 reject W and continue searching with expected return R(l45). More generally, if r* is the optimal reservation wage the optimal search rule is: if W~ r* accept and stop searching if W < r* reject and continue search with expected return R(r*) C.