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Generalized Riordan arrays and zero generalized Pascal matrices
[article]
2016
arXiv
pre-print
Generalized Pascal matrix whose elements are generalized binomial coefficients is included in the group of generalized Riordan arrays. There is a special set of generalized Riordan arrays defined by parameter q. If q=0, they are ordinary Riordan arrays, if q=1, they are exponential Riordan arrays. In other cases, except q=-1, they are arrays associated with the q-binomial coefficients as well as the exponential Riordan arrays are associated with the ordinary binomial coefficients. Case q=-1
arXiv:1612.07657v1
fatcat:s4uxp36cyrgkzbwg5xmenor7lq