Abstract
We construct the multivariate probability distributions (Pólya, inverse Pólya, hypergeometric and negative hypergeometric) from the generalized quantum deformed algebras. Moreover, we derive the corresponding bivariate probability distributions and determine their properties (-factorial moments and covariance). Besides, we deduce particular cases of probability distributions from the quantum algebras known in the literature.
Acknowledgements
This research was partly supported by the SNF Grant No. IZSEZ0_206010. The author thank the referee for suggestions.
Citation
Fridolin Melong. "-multivariate discrete probability distributions." SUT J. Math. 58 (2) 117 - 155, December 2022. https://doi.org/10.55937/sut/1670473255
Information