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On some formulas for weighted sum of invariant polynomials of two matrix arguments |
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| Authors: | Takesi Hayakawa |
| Affiliation: | Hitotsubashi University, Kunitachi, Tokyo, Japan |
| Abstract: | Some properties of the generalized binomial coefficients and new coefficients related to symmetric functions are discussed. Several formulas of the weighted sum of invariant polynomials of two matrix arguments which are useful in multivariate distribution theory are presented. |
| Keywords: | 62H99 Invariant Polynomial Hypergeometric Function Generalized Binomial Coefficient Hermite Polynomials Laguerre Polynomials |
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