KIN SELECTION AND STRONG EVOLUTIONARY STABILITY OF MUTUAL HELP
KIN SELECTION AND STRONG EVOLUTIONARY STABILITY OF MUTUAL HELP
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DOI:
10.1016/0040-5809(81)90029-0
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发表时间:
1981-01-01
影响因子:
1.4
通讯作者:
MOTRO, U
中科院分区:
文献类型:
--
作者:
ESHEL, I;MOTRO, U
The theory of kin selection, as developed by Hamilton (eg, 1964, 1970) stems from the fact that in a sexually reproducing population, the genotype of a progeny of an individual is not necessarily identical to the genotype of either parent. Thus natural selection cannot operate through the preservation of the most tit type. Instead, it can only be expressed in terms of changes in gene frequencies. Such changes, as suggested by Hamilton, are likely to be in favor of those genes which, by their effect on their carriers, act to increase the expected number of their copies in the population of the next generation. Thus, in Hamilton’s terminology, natural selection is expected to favor genes which increase their carrier’s inclusive fitness (eg, Hamilton, 1964). More specifically, it has been maintained by Hamilton that if, in order to save a kin of relatedness r (see Wright, 1922), a risk of 0< x< 1 is needed, then, by taking this risk, an individual will add a value of r---x to its inclusive fitness. Taking such a risk will, therefore, be selected for if and only if x,< r, and the value r is expected to be the maximal risk accepted by an individual in a population in order to save a relative of relatedness r. This prediction is, however, not always in a satisfactory agreement with empirical observations, a discrepancy that provoked some attacks on the very theory of kin selection (eg, Zahavi, 1981). For example, parents’ help to their offspring is almost always more generous than offspring’s help to their parents or to their sibs, even though the relatedness in both cases is the same. Moreover, even on a theoretical level, the prediction mentioned above cannot possibly be true, for example, on an isolated island, overpopulated by