A -Analogue of -Whitney Numbers of the Second Kind and Its Hankel Transform

RB Corcino, JM Ontolan, J Cañete… - arXiv preprint arXiv …, 2019 - arxiv.org
A $ q $-analogue of $ r $-Whitney numbers of the second kind, denoted by $ W_ {m, r}[n, k]
_q $, is defined by means of a triangular recurrence relation. In this paper, several …
被引用次数：8 相关文章
[PDF] isr-publications.com

[PDF][PDF] A q-analogue of r-Whitney numbers of the second kind and its Hankel transform

RB Corcinoa, JM Ontolana, J Canetea, MJR Latayadab - isr-publications.com
A q-analogue of r-Whitney numbers of the second kind, denoted by Wm, r [n, k] q, is defined
by means of a triangular recurrence relation. In this paper, several fundamental properties …

A -Analogue of -Whitney Numbers of the Second Kind and Its Hankel Transform

RB Corcino, JM Ontolan, J Cañete… - arXiv e …, 2019 - ui.adsabs.harvard.edu
Abstract A $ q $-analogue of $ r $-Whitney numbers of the second kind, denoted by $ W_ {m,
r}[n, k] _q $, is defined by means of a triangular recurrence relation. In this paper, several …
[PDF] academia.edu

[PDF][PDF] A q-analogue of r-Whitney numbers of the second kind and its Hankel transform

RB Corcinoa, JM Ontolana, J Canetea, MJR Latayadab - academia.edu
A q-analogue of r-Whitney numbers of the second kind, denoted by Wm, r [n, k] q, is defined
by means of a triangular recurrence relation. In this paper, several fundamental properties …
[PDF] researchgate.net

[PDF][PDF] A q-Analogue of r-Whitney Numbers of the Second Kind and Its Hankel Transform

RB Corcino, JM Ontolan, J Canete… - arXiv preprint arXiv …, 2019 - researchgate.net
A q-analogue of r-Whitney numbers of the second kind, denoted by Wm, r [n, k] q, is defined
by means of a triangular recurrence relation. In this paper, several fundamental properties …
[PDF] researchgate.net

[PDF][PDF] A q-analogue of r-Whitney numbers of the second kind and its Hankel transform

RB Corcinoa, JM Ontolana, J Canetea, MJR Latayadab - researchgate.net
A q-analogue of r-Whitney numbers of the second kind, denoted by Wm, r [n, k] q, is defined
by means of a triangular recurrence relation. In this paper, several fundamental properties …
[PDF] academia.edu

[PDF][PDF] A q-analogue of r-Whitney numbers of the second kind and its Hankel transform

RB Corcinoa, JM Ontolana, J Canetea, MJR Latayadab - academia.edu
A q-analogue of r-Whitney numbers of the second kind, denoted by Wm, r [n, k] q, is defined
by means of a triangular recurrence relation. In this paper, several fundamental properties …