Re: Darwin, Kimura and Natural Mathematics
- From: r norman <r_s_norman@xxxxxxxxxxxx>
- Date: Fri, 20 Jul 2007 18:00:55 -0400
On Fri, 20 Jul 2007 14:29:07 -0700, Raving <raving.loonie@xxxxxxxxx>
wrote:
On Jul 20, 12:12 pm, gregwrld <GCzeba...@xxxxxxx> wrote:
On Jul 20, 11:58 am, Raving <raving.loo...@xxxxxxxxx> wrote:
On Jul 19, 11:26 pm, r norman <r_s_norman@xxxxxxxxxxxx> wrote:
On Fri, 20 Jul 2007 11:11:23 +1000, j.wilki...@xxxxxxxxx (John
Wilkins) wrote:
r norman <r_s_norman@xxxxxxxxxxxx> wrote:
<snip>
And the paper "Paradox, Natural Mathematics,
Relativity and Twentieth-Century Ideas" fits far too many of the
criteria of kook cited by physicists (but which I can't now find).
You'll be wanting John Baez's Physics Crackpot Index
http://math.ucr.edu/home/baez/crackpot.html
That's the one. But I always thought it was Joan, not John. She is
the Baez who is the epitome of crystalline purity and clarity of
expression.
Is it 'physics envy' that you suffer from?
It would seem that physicists themselves are most severely cramped by
insecurity concerning their own ability. Escaping from feeling
inferior isn't easy.
The biological processes that elude our description are messy,
confusing and incomplete affairs.
The subtle sensibilities of Duns Scotus are more apt to be relevant
than the deathly reductions in keeping William of Ockham.
Mocking a person who in sincerely struggling to move forward, and
thereby exposes his or her own limitations, confusion and
inconsistencies, sucks the big one.
I expect that many of these individuals are keenly self conscious of
the tenuousness of their own position. They courageously persevere
because some aspect of their insight has worth but seems to pass by,
unappreciated.
Show us the numbers. Show us what Kimura did "wrong" and how it should
be done "right."
That would be less slippery than your vague assertions.
gregwrld
Ask the OP, not me!
... The question was asked ...
Probably? Geometry? Whatever do you mean? Neither Kimura nor Darwin had
much to do with geometry. I see that you are a loon. Your sentences
consist of English words, but they don't add up to any kind of sense.
I remembered a connection between differential geometry and the
determination of genetic frequency distributions.
How many people in the world are strongly familiar with that material?
Perhaps, a small community.
I could name a few.
I'm not amongst them.
Concerning the vague assertions ...
I have no reason to apologize. Prematurely dashing to converge the
description is counterproductive, IMO.
It is true that stochastic models in population genetics, especially
as described by Kimura, make heavy use of partial differential
equations. See, for example,
http://pespmc1.vub.ac.be/MATHMPG.html
It is also true that mathematical analysis of partial differential
equations makes heavy use of geometric concepts as fields, manifolds,
etc, even differential geometry.
That does not mean that the original paper in question, "Paradox,
Natural Mathematics, Relativity and Twentieth-Century Ideas" has
anything whatsoever to do with any of that. Abstract geometric ideas
are just that, abstract ideas, whose validity is the result of formal
mathematical proofs. Paradox, Cantorian ideas about infinity, and
Einsteinian ideas about relativity are entirely different subjects.
.
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