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Evolution__3rd_Edition

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

Population genotypic distributions<br />

(a) Linear relation (b) “Canalized” relation (c) Threshold relation<br />

Phenotypic<br />

value ( G)<br />

Phenotypic<br />

value ( P )<br />

Population phenotypic distributions<br />

Figure 9.12<br />

The relation between genotype and phenotype. The genotypic<br />

value is for a polygenic character, in which higher values might<br />

be produced by more positive alleles. The shaded frequency<br />

distributions for the phenotypes shown below the x-axes are<br />

what would be observed, given the shape of the graphs, if the<br />

Vein-inducing substance<br />

Phenotype distributions<br />

Population genotypic distributions<br />

0 50 100<br />

Expression ratio<br />

Phenotypic<br />

value ( G)<br />

Phenotypic<br />

value ( P )<br />

Population phenotypic distributions Population phenotypic distributions<br />

Population genotypic distributions<br />

Phenotypic<br />

value ( G)<br />

genotypic frequency distributions were as illustrated.<br />

(a) Linear relation. (b) “Canalized” relation.<br />

(c) Threshold relation. In the canalized relation,<br />

the phenotypic variance of a population is reduced<br />

relative to the variance in the causal genotypic factor,<br />

and vice versa in the threshold relation.<br />

Phenotypic<br />

value ( P )<br />

Figure 9.13<br />

A model of the relationship between genotype and phenotype<br />

for the Drosophila fourth wing vein. The genotype produces an<br />

amount of vein-inducing substance. The phenotype (vein length)<br />

is drawn along the top; six different population frequency<br />

distributions are shown. The graph shows the relation between<br />

genotype and phenotype, and between the genotypic and<br />

phenotypic frequency distributions of a population. The<br />

phenotype in the expression ratio 60–80 range matches a<br />

threshold jump in the genotype–phenotype relation; a bimodal<br />

phenotypic frequency distribution arises there. Redrawn, by<br />

permission of the publisher, from Scharloo (1987). © 1987<br />

Springer-Verlag.<br />

..

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