A Class of Multiparameter Signless Stirling Numbers of the First Kind and their $q$-Analogues
This paper provides a probabilistic derivation of multiparameter signless Stirling numbers and their q-analogues.
This paper provides a novel probabilistic derivation of multiparameter signless Stirling numbers and their q-analogues, which is a new contribution to the field.
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Abstract
More Like ThisIn this work, we provide a probabilistic derivation of a class of multiparameter signless Stirling numbers of the first kind and their q-analogues, and study the associated multivariate discrete distributions.