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An observation on crystal graphs
Algebra & Discrete Mathematics| Speaker: | Monica Vazirani, U C Davis |
| Location: | 693 Kerr |
| Start time: | Mon, May 9 2005, 3:10PM |
Description
A crystal graph is a colored directed graph satisfying certain
axioms. Stembridge gave a "local characterization" of those
crystal graphs attached to highest weight modules of Lie algebras
of simply laced type. In other words, he gave a purely graph-theoretic
way of recognizing those graphs.
In this talk, we observe another property these graphs have.
Although not a characterizing property, it is surprising in its
rigidity.
