Received: by alpheratz.cpm.aca.mmu.ac.uk id IAA18998 (8.6.9/5.3[ref pg@gmsl.co.uk] for cpm.aca.mmu.ac.uk from fmb-majordomo@mmu.ac.uk); Tue, 23 Jan 2001 08:33:30 GMT Message-ID: <A4400389479FD3118C9400508B0FF230010D1A63@DELTA.newhouse.akzonobel.nl> From: "Gatherer, D. (Derek)" <D.Gatherer@organon.nhe.akzonobel.nl> To: "'memetics@mmu.ac.uk'" <memetics@mmu.ac.uk> Subject: RE: Phonosemantics and parallels in the genome (and elsewhere) Date: Tue, 23 Jan 2001 09:24:02 +0100 X-Mailer: Internet Mail Service (5.5.2650.21) Content-Type: text/plain; charset="iso-8859-1" Sender: fmb-majordomo@mmu.ac.uk Precedence: bulk Reply-To: memetics@mmu.ac.uk
Let's try this another way:
There are 24 ways to order the 4 nucleotides:
ACGT CAGT GCAT TCGA
AGCT CGAT GACT TGCA
ATCG CTAG GTCA TACG
ATGC CTGA GTAC TAGC
AGTC CGTA GCTA TCAG
ACTG CATG GATC TGAC
So there are 24 homo-orderings of the cube - by homo-orderings I mean that
the 3 axes all have the _same_ order.
But how many hetero-orderings? We could have complete heter-orderings, with
each axis having a different order, or a partial hetero-ordering, with 2
axes having the same order and a third having another order.
If each ordering is considered a symbol (number each 1 to 24 or give each a
unique character in a 24-letter alphabet), then this is equivalent to asking
how many 3-character words we can get from a 24-letter alphabet. So the
answer is: 13824 possible codon-amino acid cubes.
So can you remember, Jess, which of those 13824 cubes was the one that gave
you your result? If you can, and the cube really has the properties you
describe then you possibly could publish it in Bioinformatics, J.Comp Biol,
Nucleic Acids Research, or a similar journal. If you can't remember which
one, I'm going to have to write a program to render each cube in
Spotfire.......
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