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Last modified
7/14/2009 5:01:48 PM
Creation date
5/20/2009 11:07:33 AM
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UCREFRP
UCREFRP Catalog Number
9684
Author
Soule, M. E.
Title
Chapter 9 - Thresholds For Survival
USFW Year
n.d.
USFW - Doc Type
Maintaining Fitness and Evolutionary Potential.
Copyright Material
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<br /> <br />ally fail to demonstrate an excess of heterozygotes. On the other hand, <br />most general surveys do not distinguish among age or size classes, and the <br />opportunity of observing differential survival or fitness is obviously de- <br />creased when such classes are pooled. In addition, the small sample sizes <br />of many studies preclude the observation of statistically significant de- <br />partures from Hardy-Weinberg (expected genotypic) frequencies. <br />The other approach to the relationship between genetic variance and <br />fitness in natural populations is to compare populations known to differ <br />in mean heterozygosity. Such studies exploit the differences in genetic <br />variation that often occur among populations of species with poor powers <br />of dispersal. For example, nonflying vertebrates tend to have more ge- <br />netic variation near the center of their range or where the species is most <br />dense (Soule, 1973; 1976) and some predominantly inbreeding plants have <br />single, peaked clines in allozyme diversity (Clegg and Allard, 1972; Rick <br />et al., 1977; Nevo et al., in press). <br />The last two items in Table I refer to investigations of this type. Gar- <br />ten (1976) observed that body size and success in aggressive encounters in <br />old field mice (Peromyscus polionotus) were correlated with the mean <br />heterozygosity in the population from which the mice were collected. <br />Soule (1979) observed in island populations of the side-blotched lizard <br />(Uta stansburiana) that fluctuating asymmetry, a putative inverse mea- <br />sure of developmental homeostasis, is negatively correlated with mean <br />heterozygosity among the populations. (One disadvantage of such studies <br />is the hazard of spurious correlation, but this danger exists in within pop- <br />ulation work as well.) <br />Surveys of the genetic structure of predominantly inbreeding plants <br />(for example, Brown, 1978) yield a vast range of allelic polymorphism. <br />Even within a single species one may observe some populations with no <br />observable polymorphism (evidence that heterozygosity is not a neces- <br />sary condition for survival), while other populations of the same species <br />have levels approaching those of outbreeding species. Apparently, some <br />kind of heterozygote advantage is a factor contributing to survival. in <br />some polymorphic plant populations, since these plants maintain twice <br />the expected level of heterozygosity in the face of considerable inbreeding <br />(Clegg and Allard, 1972; Rick et al., 1977). <br />In summary, heterozygote advantage is a reasonable interpretation of <br />much of the data from natural populations. On the other hand, the data <br />do not allow us to determine what kind of selection model (over- <br />dominance, frequency dependent, marginal overdominance) is most ap- <br />propriate. In any case, the prudent strategy is to preserve genetic varia- <br />bility and to avoid, as far as possible, unnecessary decreases in population <br />size, since the rate of genetic erosion depends on population size as dis- <br />cussed in Chapters 8 and 12. <br /> <br />156 <br />
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