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Evolution__3rd_Edition

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120 PART 2 / <strong>Evolution</strong>ary Genetics<br />

. . . or rate of gene frequency<br />

change between generations ...<br />

. . . or other methods<br />

genotypes have the same fertility. These assumptions can all be tested by further work.<br />

For instance, survival can be measured at the other life stages too, and fertility can also<br />

be assessed. In a few cases, lifetime fitnesses have been measured comprehensively, by<br />

tracing survival and reproduction from birth to death.<br />

The second method is to measure changes in gene frequencies between generations.<br />

We then substitute the measurements into the formula that expresses fitness in terms<br />

of gene frequencies in successive generations (equation 5.6). Both methods have been<br />

used in many cases; the main problems are the obvious difficulties of accurately measuring<br />

survival and gene frequencies, respectively. Apart from them, in the examples we<br />

considered there were also difficulties in understanding the genetics of the characters: we<br />

need to know which phenotypes correspond to which genotypes in order to estimate<br />

genotype fitnesses.<br />

We shall meet a third method of estimating fitness below, in the case of sickle cell<br />

anemia (see Table 5.9, p. 126). It uses deviations from the Hardy–Weinberg ratios. It<br />

can be used only when the gene frequencies in the population are constant between the<br />

stages of birth and adulthood, but the genotypes have different survival. It therefore<br />

cannot be used in the examples of directional selection against a disadvantageous gene<br />

that we have been concerned with so far, because in them the gene frequency in the<br />

population changes between birth and adult stages.<br />

We have discussed the inference of fitness in detail because the fitnesses of different<br />

genotypes are among the most important variables a perhaps the most important<br />

variables a in the theory of evolution. They determine, to a large extent, which genotypes<br />

we can expect to see in the world today. The examples we have looked at, however,<br />

illustrate that fitnesses are not easy to measure. We require long time series and large<br />

sample sizes, and even then the estimates may be subject to “other things being equal”<br />

assumptions. Therefore, despite their importance, they have been measured in only a<br />

small number of the systems that biologists are interested in. (That does not mean that<br />

the absolute number of such studies is small. A review of research on natural selection<br />

in the wild by Endler in 1986 contains a table (24 pages long) listing all the work he had<br />

located. Fitnesses have only been measured in a minority a an unknown minority a of<br />

those 24 pages’ worth of studies of natural selection, but the number could still be<br />

non-trivial.) Many unsolved controversies in evolutionary biology implicitly concern<br />

values of fitnesses, but in systems in which it has not been possible to measure fitnesses<br />

directly with sufficient accuracy or in a sufficiently large number of cases. The controversy<br />

about the causes of molecular evolution in Chapter 7 is an example. When<br />

we come to discuss controversies of this sort it is worth bearing in mind what would<br />

have to be done to solve them by direct measurements of fitness.<br />

5.10 Natural selection operating on a favored allele at<br />

a single locus is not meant to be a general model<br />

of evolution<br />

<strong>Evolution</strong>ary change in which natural selection favors a rare mutation at a single<br />

locus, and carries it up to fixation, is one of the simplest forms of evolution. Sometimes<br />

..

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