For those interested in CSP's triadic relations, I came across the following abstract from the mathematics Archive or a recent contribution. Although I have yet to examine the article itself, the abstract is suggestive, and may prove of interest to applications of triadic relations to algebraic geometry. The posting, with abstract, is as follows, for anyone who might be interested in checkig it out.
Paper: math.GM/0607624
Date: Tue, 25 Jul 2006 10:10:35 GMT (26kb)
Title: Introducing bisemistructures
Authors: Christian Pierre
Comments: 37 pages
Subj-class: General Mathematics; Algebraic Geometry
MSC-class: 13C05,14A20,14L17
\\
New fundamental mathematical structures are introduced by the triples (left
semistructure,right semistructure,bisemistructure) associated with the
classical mathematical structures and such that the bisemistructures,resulting
from the reciprocal actions of left semistructures on right semistructures,are
composed of bielements which are either diagonal bielements or cross
bielements.
\\ ( http://arXiv.org/abs/math/0607624 , 26kb)
Irving H. Anellis
[EMAIL PROTECTED]; [EMAIL PROTECTED]; [EMAIL PROTECTED]
http://www.peircepublishing.com
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