Two expansion theorems by diagonal elements for the permanent and the determinant |
| |
Authors: | Ho S Hong |
| |
Institution: |
a Department of Mathematics, California State University, Long Beach, CA |
| |
Abstract: | Based on two set partitions of the symmetric group Sn expansion theorems by diagonal elements for the permanent and the determinant are derived, for both the generic commuting and noncommuting cases. They are of the same type as the well-known Laplace expansions where either fixed rows or columns of a given matrix are chosen instead of diagonal elements. |
| |
Keywords: | |
本文献已被 InformaWorld 等数据库收录! |
|