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A New Bivariate Gamma Distribution

A New Bivariate Gamma Distribution
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摘要 Following Nadarajah [1], we introduce a new bivariate correlated type Gamma distribution, whose joint density is expressed in two parts. Expressions for single and joint moments of the variates are derived. Bivariate Correlated Wishart density follows on similar lines. Following Nadarajah [1], we introduce a new bivariate correlated type Gamma distribution, whose joint density is expressed in two parts. Expressions for single and joint moments of the variates are derived. Bivariate Correlated Wishart density follows on similar lines.
机构地区 不详
出处 《Applied Mathematics》 2011年第7期843-845,共3页 应用数学(英文)
关键词 GAMMA Distribuion CORRELATED GAMMA Variates MOMENTS Gauss’ HYPERGEOMETRIC Series Gamma Distribuion Correlated Gamma Variates Moments Gauss’ Hypergeometric Series
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