Re: proof
- From: Virgil <Virgil@xxxxxxxxx>
- Date: Sat, 31 May 2008 13:44:49 -0600
In article
<29016074.1212261414461.JavaMail.jakarta@xxxxxxxxxxxxxxxxxxxxxx>,
John Terry <john.terry900@xxxxxxxxx> wrote:
Prove that if R is a reflexive and transitive relation, then R/\(R^-1) is an
equivalence relation.
Note, unicode ( as in your intersection and inverse) is not recognized
by all Newsgroup readers.
Let A/\B denote the intersection of A and B:
1. If R is a reflexive relation, show R/\(R^-1) is also reflexive.
2. If R is a transitive relation, show R/\(R^-1) is also transitive.
3. Show R/\(R^-1) is a symmetric relation.
.
- References:
- proof
- From: John Terry
- proof
