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Touchard polynomials
Multivariate Expansions Associated with Sheffer-Type Polynomials and Operators
A Note on Some Identities of New Type Degenerate Bell Polynomials
Recurrence Relation Lower and Upper Bounds Maximum Parity Simple
Arxiv:2103.13478V2 [Math.NT] 11 May 2021 Solution of the Differential Equation Y = E , Special Values of Bell Polynomials
Generalized Bell Polynomials and the Combinatorics of Poisson Central Moments
Contents What These Numbers Count Triangle Scheme for Calculations
Compound Polynomials 65
The Generalized Touchard Polynomials Revisited Applied
Some Identities for Umbral Calculus Associated with Partially Degenerate Bell Numbers and Polynomials
Impact of Maternal Effects on Ranking of Animal Models for Genetic
Touchard Polynomials, Stirling Numbers and Random Permutations
Arxiv:2106.12935V1 [Math.CO]
SOME INEQUALITIES for GENERALIZED BELL-TOUCHARD POLYNOMIALS 647 Where Sr(N+R,I+R) Are the R-Stirling Numbers of the Second Kind [2]
A New Approach to the R-Whitney Numbers by Using Combinatorial Differential Calculus
Univalent Functions with Positive Coefficients Involving Touchard
SOME IDENTITIES of the APOSTOL TYPE POLYNOMIALS ARISING from UMBRAL CALCULUS Ghazala Yasmin
Appendix a Practical Implementation Using Mathematica
Circular Numbers and N-Set Partitions
Top View
SOME PROPERTIES and an APPLICATION of MULTIVARIATE EXPONENTIAL POLYNOMIALS Feng Qi, Da-Wei Niu, Dongkyu Lim, Bai-Ni Guo
Arxiv:1702.06519V1 [Math.CO] 21 Feb 2017 Ho N Ug[]Soe Httenumbers the That Showed [8] Jung and Cheon Where Ie Sflos Let Follows
Polynomials Afg from Wikipedia, the Free Encyclopedia Contents
Some Connections Between Cycles and Permutations That Fix a Set And