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The value (1 sq2) is referred to as the mean tness of the population, W, because it is the sum of the tnesses of the genotypes multiplied (weighted) by the frequencies at which they occur. Thus, it is a weighted mean of the tnesses, weighted by their frequencies. The new ratios of the three genotypes can be returned to genotypic frequencies by simply dividing by the mean tness of the population,W, as in the last line of table 20.2. (Remember that a set of numbers can be converted to proportions of unity by dividing them by their sum.) The new genotypic frequencies are thus the products of their original frequencies times their tnesses, divided by the mean tness of the population. After selection, the new allelic frequency (qn 1) is the proportion of aa homozygotes plus half the proportion of heterozygotes, or qn

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Disruptive selection in Drosophila melanogaster. After twelve generations of selection for ies with either many or few bristles (chaetae) on the sternopleural plate, the population was bimodal. In other words, many ies in the population had either few or many bristles, but few ies had an intermediate bristle number. (Reprinted with permission from Nature,

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It is important at this stage to review the assumptions and simpli cations made in analyzing the magnetic structure of Figure 1613:

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the same tness (W 1). Natural selection cannot differentiate between the two genotypes because they both have the same phenotype.The recessive homozygote, however, is being selected against, which means that it has a lower tness than the two other genotypes (W 1 s). After selection, the ratio of the different genotypes is determined by multiplying their frequencies (HardyWeinberg proportions) by their tnesses. The procedure follows from the de nition of tness, which in this case is a relative survival value. Thus, only 1 s of the aa genotype survives for every one of the other two genotypes. For example, if s were 0.4, then the tness of the aa type would be 1 s, or 0.6. For every ten AA and Aa

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