1993
DOI: 10.2307/2410165
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Quantitative Genetics of Bryozoan Phenotypic Evolution. I. Rate Tests for Random Change Versus Selection in Differentiation of Living Species

Abstract: The possible roles of random genetic change and natural selection in bryozoan speciation were analyzed using quantitative genetic methods on breeding data for traits of skeletal morphology in two closely related species of the cheilostome Stylopoma. The hypothesis that morphologic differences between the species are caused entirely by mutation and genetic drift could not be rejected for reasonable rates of mutation maintained for as few as 10 to 10 generations. Divergence times this short or shorter are consis… Show more

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Cited by 38 publications
(92 citation statements)
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“…However, words of caution have been set forth by a number of researchers against that procedure (Phillips et al, 2001;Steppan et al, 2002;Willis et al, 1991), because the genetic and phenotypic covariances can differ by a number of reasons, and more research on that subject is certainly needed before genetic covariances can be replaced by phenotypic covariances with confidence (Lynch and Walsh, 1998). The multivariate selection tests used are based on the fact that, under genetic drift, the G matrix will be modified by a constant proportional to t/N e (Lande, 1979), and the G matrices of diverging populations or species should remain proportional (Cheetham et al, 1993;Lofsvold, 1988). Recent evidence indicates that genetic drift might change the G matrices by more than a proportionality constant (Phillips et al, 2001), and a theory is still needed to describe the expected evolution of genetic covariances under genetic drift.…”
Section: Sensitivity Analysis and Robustness Of Resultsmentioning
confidence: 99%
See 1 more Smart Citation
“…However, words of caution have been set forth by a number of researchers against that procedure (Phillips et al, 2001;Steppan et al, 2002;Willis et al, 1991), because the genetic and phenotypic covariances can differ by a number of reasons, and more research on that subject is certainly needed before genetic covariances can be replaced by phenotypic covariances with confidence (Lynch and Walsh, 1998). The multivariate selection tests used are based on the fact that, under genetic drift, the G matrix will be modified by a constant proportional to t/N e (Lande, 1979), and the G matrices of diverging populations or species should remain proportional (Cheetham et al, 1993;Lofsvold, 1988). Recent evidence indicates that genetic drift might change the G matrices by more than a proportionality constant (Phillips et al, 2001), and a theory is still needed to describe the expected evolution of genetic covariances under genetic drift.…”
Section: Sensitivity Analysis and Robustness Of Resultsmentioning
confidence: 99%
“…Genetic drift has not been rejected in some cases (Lynch, 1990;Cheetham et al, 1993), but studies claiming directional selection (such as Clegg et al, 2002) as a mechanism are rare, probably because of the reversals in directional selection patterns during longer periods of time.…”
Section: Introductionmentioning
confidence: 99%
“…Temporal and spatial patterns of variation in fossils may be interpreted using studies of related recent species. Such an approach has rarely been followed, although it has proven fruitful (e.g., in Bryozoa, Cheetham et al 1993Cheetham et al , 1995. In this respect, molluscs are model organisms because they are well represented both in living faunas and in fossil series (Bayer and Seilacher 1985, p. 4).…”
mentioning
confidence: 99%
“…All rights reserved. (u~) partitioned by parentage (left) and by membership in colonies (right) in two living species of the cheilostome bryozoan Stylopoma (Cheetham et al 1993). Components are proportions of phenotypic variance averaged for 10 traits of skeletal morphology in each species; numerical values are averaged across the two species.…”
mentioning
confidence: 99%
“…For two living bryozoan species ( fig. 1), genetic parameters based on repeatability were reconstructed with sufficient precision to reproduce estimates of forces of selection and random change based on breeding data (Cheetham et al 1993). This precision was possible because nonadditive genetic variance (attributable to dominance and epistasis) and among-colonies environmental variance are so small in these species, and their genetic and phenotypic covariances are so closely proportional.…”
mentioning
confidence: 99%