SU Wen-xi
Abstract
The general non-central multivariate Wishart distribution W n(m,V,Δ)is generalized to the non-central multivariate Wishart distribution W n(m,V,Δ),where β0 is a real number,V≥0 is a non-negative definite matrix and Δ is a symmetric matrix.We get some properties of the corresponding generalized multivariate Wishart distribution.
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The general non-central multivariate Wishart distribution W n(m,V,Δ)is generalized to the non-central multivariate Wishart distribution W n(m,V,Δ),where β0 is a real number,V≥0 is a non-negative definite matrix and Δ is a symmetric matrix.We get some properties of the corresponding generalized multivariate Wishart distribution.
Key concepts: Wishart distribution, Inverse-Wishart distribution, Matrix t-distribution, Normal-Wishart distribution, Mathematics, Matrix normal distribution, Multivariate statistics, Distribution (mathematics)