On q-integrals over order polytopes (extended abstract)
1 : School of Mathematics
(UMN-MATH)
-
Website
University of Minnesota 127 Vincent Hall 206 Church Street Minneapolis MN 55455 -
États-Unis
2 : Department of Mathematics [Suwon]
Department of Mathematics, Sungkyunkwan University, Suwon 440-746, South Korea -
Corée du Sud
A q-integral over an order polytope coming from a poset is interpreted as a generating function of linear extensions of the poset. As an application, the q-beta integral and a q-analog of Dirichlet's integral are computed. A combinatorial interpretation of a q-Selberg integral is also obtained.
| Subject : | : | Poster |
| Topics | : | Combinatorics |
| PDF version | : |  PDF version |
- Poster
