The multivariate normal distribution is a commonly encountered multivariate distribution.
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The term is commonly used in statistics to distinguish a multivariate distributions.
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They allow the joining of multiple univariate distributions to a single multivariate distribution.
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Conversely, every positive semi-definite matrix is the covariance matrix of some multivariate distribution.
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It is also possible to modify some attributes of a multivariate distribution using an appropriately constructed transformation.
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Another possibility is to present survey results by means of statistical models in the form of a multivariate distribution mixture.
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With Aurelien Alfonsi ( 2005 ), Brigo introduced new families of multivariate distributions in statistics through the periodic copula function concept.
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He has also published in diverse areas such as ranking and selection, multivariate distributions, characterization, and mixtures of distributions.
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*PM : multivariate distribution function, id = 8753 new !-- WP guess : multivariate distribution function-- Status:
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*PM : multivariate distribution function, id = 8753 new !-- WP guess : multivariate distribution function-- Status: