Introduces the q-analogue W_{m,r}[n,k]_q of r-Whitney numbers of the second kind defined by triangular recurrence and establishes its basic properties plus a Hankel transform.
Gould, The q-Stirling Number of the First and Second Kinds
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A $q$-Analogue of $r$-Whitney Numbers of the Second Kind and Its Hankel Transform
Introduces the q-analogue W_{m,r}[n,k]_q of r-Whitney numbers of the second kind defined by triangular recurrence and establishes its basic properties plus a Hankel transform.