论文信息 - Distributions of Maximal Invariants Using Quotient Measures - 字舞流文

Distributions of Maximal Invariants Using Quotient Measures

This paper demonstrates the use of proper actions and quotient measures in representations of non~central distributions of maximal invariants.

Steen A. Andersson | S. A. Andersson

[1] Michael D. Perlman,et al. Two testing problems relating the real and complex multivariate normal distributions , 1984 .

[2] Nicolas Bourbaki,et al. Eléments de Mathématique , 1964 .

[3] R. Wijsman,et al. Cross-sections of orbits and their application to densities of maximal invariants , 1967 .

[4] D. Ornstein. On invariant measures , 1960 .

[5] Tue Tjur,et al. Probability based on Radon measures , 1982 .

[6] A. James. Distributions of Matrix Variates and Latent Roots Derived from Normal Samples , 1964 .

[7] R. H. Farrell. Techniques of multivariate calculation , 1976 .

[8] U. Koehn. Global Cross Sections and the Densities of Maximal Invariants , 1970 .

[9] Robb J. Muirhead,et al. Latent Roots and Matrix Variates: A Review of Some Asymptotic Results , 1978 .

[10] James V. Bondar. Borel Cross-Sections and Maximal Invariants , 1976 .