[FOM] Question on Relation Algebra
Jorge Petrucio Viana
petrucio at cos.ufrj.br
Tue Apr 14 14:54:29 EDT 2009
Dear A. Mani, maybe the best place to start is the book
Givant, Steven R.
The structure of relation algebras generated by relativizations.
Contemporary Mathematics, 156.
American Mathematical Society, Providence, RI, 1994. xvi+134 pp.
ISBN 0-8218-5177-2
MR1258306 (95c:03142)
Chapter 7 is dedicated to results on Relation Algebras Generated by
Equivalence Elements.
Best,
P.
---------- Original Message -----------
From: "A. MANI" <a_mani_sc_gs at yahoo.co.in>
To: Foundations of Mathematics <fom at cs.nyu.edu>
Sent: Mon, 13 Apr 2009 22:24:08 +0530
Subject: [FOM] Question on Relation Algebra
> Given a set of equivalence relations on a set S, we can generate a subalgebra
> of BRA (binary relation algebra) on the set S (with operations \cup, \cap,
> \odot, ^{-1}, diagonal). Where can a complete description of the structure
> and related ones be found?
>
> Best
>
> A. Mani
>
> --
> A. Mani
> Member, Cal. Math. Soc
> _______________________________________________
> FOM mailing list
> FOM at cs.nyu.edu
> http://www.cs.nyu.edu/mailman/listinfo/fom
------- End of Original Message -------
-------------- next part --------------
An HTML attachment was scrubbed...
URL: /pipermail/fom/attachments/20090414/2753b5ea/attachment.html
More information about the FOM
mailing list