Re: The Paradox of Speciation
- From: Ernest Major <{$to$}@meden.demon.co.uk>
- Date: Thu, 6 Dec 2007 16:01:05 +0000
In message <389d7c15-fbb7-496d-a912-470b88d454b3@xxxxxxxxxxxxxxxxxxxxxxxxxxxx>, ErikW <bryophyta@xxxxxxxxxxx> writes
On Dec 6, 3:32 pm, michael <yost...@xxxxxxxxxxx> wrote:If you're think about Rhesus blood types, it's not absolute, and it's only one-direction. a Rhesus-negative woman generates an immune reaction to a *second* Rhesus-positive foetus. A Rhesus-positive woman has no problem (related to Rhesus factors) in carrying Rhesus-negative foetuses to term.On Thu, 6 Dec 2007 06:19:49 -0800 (PST), ErikW <bryoph...@xxxxxxxxxxx>
wrote:
>On Dec 5, 5:45 am, treusd...@xxxxxxxxx wrote:
>> ErikW wrote:
>> > On Dec 2, 12:40 am, treusd...@xxxxxxxxx wrote:
>> > snip (didn't understand and seem unecessary)
>> > > Therefore, describing the origin of a diversity of species in terms of
>> > > natural selection results in a paradox. Insofar as a mutation
>> > > contributes to speciation, it also, by definition, reduces
>> > > reproductive compatibility with available mates and is thus
>> > > detrimental to fitness. For a group to be infertile with any of its
>> > > progenitors implies the success of a transitional physiology of
>> > > reproduction with a significantly impaired ability to reproduce. A
>> > > mechanism other than mutation and natural selection is necessary to
>> > > explain the evolutionary transition between two reproductively
>> > > incompatible populations.
>> > In e.g. sympatric speciation something rather close to what you write
>> > is indeed a real issue and is probably one of the most common
>> > arguments as to why sympatric speciation seem to be rare (scrap your
>> > talk about transitional physiology). For speciation in isolation it is
>> > not an issue of course.
>> > Think about it like this: we look at two genes (a and b) with the same
>> > fixed variants in two populations.
>> > pop1 - aabb
>> > pop2 - aabb
>> > Now in pop1, a gets substituted for another variant A. A is compatible
>> > with b and a (= no fitness loss for Aabb or AAbb). In pop 2, b gets
>> > substituted for the variant B which is compatible with a and b (aabB
>> > and aaBB are fit). However B is incompatible with A (AxBx are unfit),
>> > thus the two populations, fixed for A and B respectively, are now
>> > reproductively isolated. In this case there was no fitness loss at any
>> > stage but still isolation was achieved.
>> > In sympatry there would have been a fitness disadvantage with mating A
>> > with B individuals. For reproductive isolation to happen anyway there
>> > has to be selection _for_ isolation to overcome the selection
>> > _against_ isolation. Several models exist for how this can happen.
>> Seems reasonable enough. If this actually happens, i.e. if its not
>> merely a representation of an hypothesis, this would indeed accomplish
>> what you claim.
>Yes. At first it was a hypothetical model made popular by the work of
>Dobzhansky and Muller at the end of the 30s and beginning of the 40s.
>With the increased knowledge of genetics it turned out to be a very
>reasonable one. Investiagtions on the genetics responsible for
>reproductive isolation in Drosophila in more recent years has shown
>that almost all hybrid inviability/sterility/etc are caused by between
>locus incompatabilities, and mostly as Dobzhansky Muller
>incompatabilities (i.e. as described in the previous post) allthough
>in recent years some researchers are pushing for a role of meotic
>drive as an additional important cause.
>/ErikW
I can go into any country anywhere in the world, any
nationality, any race, find a woman of child bearing age,
and mate and produce offspring, even though isolated
for thousands of years.
How long does this reproductive isolation take?
There are papers on that too :)
On the other hand there are blood types in humans that are
incompatible with each other (at least I learned that in school). All
you need know is to split humans into two populations and have them
fixed for two incompatible types. Voila.
--
alias Ernest Major
.
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