Results 101 to 110 of about 302 (115)
Blocks in cycles and k-commuting permutations. [PDF]
Moreno R, Rivera LM.
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Exponential generating function of hyperharmonic numbers indexed by arithmetic progressions
Mező István
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A lattice structure for ancestral configurations arising from the relationship between gene trees and species trees. [PDF]
Lappo E, Rosenberg NA.
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General solution of the chemical master equation and modality of marginal distributions for hierarchic first-order reaction networks. [PDF]
Reis M, Kromer JA, Klipp E.
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Enumeration of compact coalescent histories for matching gene trees and species trees. [PDF]
Disanto F, Rosenberg NA.
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, 2020
The aim of this paper is to analyze higher-order Peters-type combinatorial numbers and polynomials by means of their generating functions and p-adic integration.
Irem Kucukoglu
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The aim of this paper is to analyze higher-order Peters-type combinatorial numbers and polynomials by means of their generating functions and p-adic integration.
Irem Kucukoglu
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On some identities and generating functions for k- Pell numbers
, 2013We obtain the Binet’s formula for k-Pell numbers and as a consequence we get some properties for k-Pell numbers. Also we give the generating function for k-Pell sequences and another expression for the general term of the sequence, using the ordinary ...
P. Catarino
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Convolutions of Bernoulli and Euler Polynomials
Sarajevo Journal of MathematicsBy means of the generating function technique, several convolution identities are derived for the polynomials of Bernoulli and Euler. 2000 Mathematics Subject Classification.
W. Chu, R. R. Zhou
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An Integral Involving Generalized Hypergeometric Function
Nepal Journal of Mathematical SciencesIn this article, we have evaluated an integral involving a generalized hypergeometric function. This is achieved by employing a summation formula for the series 4F3 obtained earlier by Choi and Rathie [3]. A few special cases have also been given.
G. Basnet+4 more
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