Multivariate Generalized Distributions of Order k

• Published in: Communications in statistics. Theory and methods Vol. 32; no. 9; pp. 1725 - 1735
• Main Authors: Tripsiannis, Gregory A., Philippou, Andreas N., Papathanasiou, Afroditi A.
• Format: Journal Article
• Language: English
• Published: Philadelphia, PA Taylor & Francis Group 08.01.2003; Taylor & Francis
• Subjects: AMS 2000 Subject Classifications: 62E15; Binomial-delta; Borel-Tanner; Combinatorial probability; Distribution theory; Exact sciences and technology; Generalized; Haight; Limiting cases; Logarithmic series; Mathematics; Mean; Multinomial; Multivariate analysis; Multivariate distributions of order k; Negative binomial; Negative binomial-delta; Poisson; Probability and statistics; Probability theory and stochastic processes; Sciences and techniques of general use; Statistics; Takács; Variance-covariance; Delhi; Asia; India; Data analysis; Statistical distribution; Cluster analysis (statistics); Borel Tanner distribution; Generalized function; 1990; Multivariate distribution; Probability distribution; Limiting case; Multivariate analysis; Poisson distribution; Negative binomial distribution; Statistical method; 1997; 1996; Distribution function; Binomial distribution; Multinomial distribution; Sampling; 1988

The study of multivariate distributions of order k, two of which are the multivariate negative binomial of order k and the multinomial of the same order, was introduced in Philippou et al. (Philippou, A. N., Antzoulakos, D. L., Tripsiannis, G. A. ( 1988 ). Multivariate distributions of order k. Stat...