Re: Hamilton's rule
- From: Guy Hoelzer <hoelzer@xxxxxxx>
- Date: Tue, 15 Nov 2005 15:29:32 -0500 (EST)
in article dl58qa$p8l$1@xxxxxxxxxxxxxxxxxxx, Catherine Woodgold at
an588@xxxxxxxxxxxxxxxxxxx wrote on 11/12/05 9:29 AM:
> Guy Hoelzer (hoelzer@xxxxxxx) writes:
>> My confusion is rearing its ugly head again. If the axes of the graph are
>> "frequency in focal individual (Y axis) vs frequency in population (X
>> axis)", then I don't see how dominance/recessiveness can influence the lines
>> at all. What am I missing?
>
> One of the lines is labelled "donor". The only individuals
> who act out the "donor" phenotype are the ones which have
> the set of genes that code for altruism. If altruism is
> a recessive trait, then all of the "donors" must have
> two copies of the altruism gene. Therefore the frequency
> in the "donor" focal individual is always 1 if altruism
> is a recessive trait.
>
> But if the altruism gene
> is dominant, then the set of "donors" includes some
> individuals with one copy of the gene and some individuals
> with two copies of the gene. If an individual is
> observed to carry out an altruistic act, or if it
> finds itself experiencing an overwhelming urge to
> carry out an altruistic act, then an observer
> (or the organism itself) can conclude that the
> individual has one or two copies of the altruism gene.
> The expected frequency in this individual can thus be
> predicted to lie between 0.5 and 1 (closer to 1 if
> the altruism gene is very common in the population).
Maybe I should have said more. All of this was apparent to me. In the
artificially restricted world of modeling perfect dominance/recessiveness
the starting point of the donor line would be 0.5 (pure recessiveness) or
1.0 (pure dominance). In either case, however, there is a simple linear
relationship on the frequency/frequency graph that converges on the point
(1,1). The comment you quoted above came from a discussion where I thought
it was implied that the shape of the relationship (e.g., linearity) was said
to depend on dominance/recessiveness. I may have been reading too much into
Jim's comments, which I still think reached way outside the scope of the
simple frequency/frequency graph.
Guy
.
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