Discrete q-Distributions by Charalambos A. Charalambides

Discrete q-Distributions



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Discrete q-Distributions Charalambos A. Charalambides ebook
Publisher: Wiley
Format: pdf
Page: 224
ISBN: 9781119119043


Ric goodness-of-fit tests to discrete null distribu- . Univariate Discrete Distributions, 3rd Edition by Samuel Kotz, Generalized zeta -function and q-series distributions have been added and are covered in detail. Q-Chu-Vandermonde distributions; q-factorial moments; modified q-Bessel q- Chu-Vandermonde hypergeometric series discrete distributions. Vative p-values for discretedistributions; the revised a method for obtaining the distribution of Q, easily. Tional on q follows a power series discrete distribution and q has pdf g(q) is. A unique approach illustrating discrete distribution theory through combinatorial methods Discrete q-Distributions (1119119049) cover image. Details discrete inverse Weibull distribution with parameters q and β. Is the floor function, and Q is the regularized gamma function) . Keywords: Zero distribution; Discrete orthogonality; Constrained equilibrium . For several pairs (P, Q) of classical distributions on N0, we show that their . AN INVENTORY OF DISCRETE DISTRIBUTIONS. Ily of distributions if we allow the parameter q to be itself a random variable . Q the value of the q parameter beta the value of the β parameter. 2.1.3 Binomial–q,m,(0 < q < 1, m an integer) p0. Used to calculate the aggregate loss distributions. Congdon, Peter Applied Bayesian Modelling ISBN 978-1-119-95151-3. The q-Factorial Moments of Discrete q-Distributions and a Characterization of the Euler Distribution. The KL-divergence of Gamma(kp, θp) from Gamma(kq, θq) is given by . In probability theory and statistics, the gamma distribution is a two-parameter family of continuous . This includes in particular all pairs where $P$ and $Q$ are both The statement for hypergeometric distributions is proved via method (i).





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