The Determinants of Matrices Whose Elements Decrease Geometrically in the Diagonal Direction. II |
| |
Authors: | Yoshifumi Kato Masao Koike |
| |
Abstract: | We will show that a generalization of the well-known Rogers-Ramanujan identities by use of special determinants can be restated as a counting problem of Young diagrams under a cyclic equivalent relation. And we find a very strange observation. |
| |
Keywords: | |
|
|