multivariate
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11—20 of 36 matching pages
11: Ingram Olkin
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►Olkin’s research covered a broad range of areas, including multivariate analysis, reliability theory, matrix theory, statistical models in the social and behavioral sciences, life distributions, and meta-analysis.
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12: 35.7 Gaussian Hypergeometric Function of Matrix Argument
13: 35.4 Partitions and Zonal Polynomials
14: 19.19 Taylor and Related Series
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►The following two multivariate hypergeometric series apply to each of the integrals (19.16.14)–(19.16.18) and (19.16.20)–(19.16.23):
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19.19.2
, ,
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19.19.3
, .
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19.19.6
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19.19.7
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15: Bille C. Carlson
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►In his paper Lauricella’s hypergeometric function
(1963), he defined the -function, a multivariate hypergeometric function that is homogeneous in its variables, each variable being paired with a parameter.
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16: 19.31 Probability Distributions
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19.31.2
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17: 19.1 Special Notation
18: 19.18 Derivatives and Differential Equations
19: 19.23 Integral Representations
20: 35.5 Bessel Functions of Matrix Argument
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35.5.1
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