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- Asymptotic Normality in Combinatorics
- Cumulants and Classical Umbral Calculus
- On Central Complete and Incomplete Bell Polynomials I
- Polynomial Sequences of Binomial Type
- Goncarov-Type Polynomials and Applications in Combinatorics
- Annales Universitatis Paedagogicae Cracoviensis Studia Mathematica XVIII (2019)
- Q-Extensions of Identities of Abel-Rothe Type
- Moments and Cumulants in Infinite Dimensions with Applications to Poisson, Gamma and Dirichlet–Ferguson Random Measures∗
- In Conclusion, the Author's Presentation Is Attractive and Lucid
- Binomial Functions and Combinatorial Mathematics
- Formal Calculus, Umbral Calculus, and Basic Axiomatics of Vertex Algebras
- On Similarities Between Exponential Polynomials and Hermite Polynomials
- A Study of Umbral Calculus
- A Selected Survey of Umbral Calculus ∗
- Arxiv:Math/9502220V1
- {Wn(T)}∞ N=0 of Polynomials Is Said to Be of Binomial Type (See [10])
- Generalized Appell Connection Sequences
- Arxiv:2108.10514V1 [Math-Ph] 24 Aug 2021 Iers Oblzangbssaitc,Bs-Isensaitc,A of States Statistics, of Number Bose-Einstein Stat the Statistics, Counting Respectively
- Banach Algebras, Logarithms, and Polynomials of Convolution Type
- A Remark on the Enumeration of Rooted Labeled Trees
- APPELL POLYNOMIALS AS VALUES of SPECIAL FUNCTIONS 1. Introduction a Fundamental Result Regarding the Riemann Zeta Function Ζ(S)
- Binomial Sequences Andrzej Nowicki Toru´N30.09.2017
- The Classical Umbral Calculus: Sheffer Sequences
- All Polynomials of Binomial Type Are Represented by Abel Polynomials
- A G-Umbra1 Calculus*
- Polynomial Sequences of Binomial-Type Arising in Graph Theory
- Richard Stanley: the Legend Part I: Early Years
- Identities on Bell Polynomials and Sheffer Sequences
- A Revisit of the Gram-Charlier and Edgeworth Series Expansions
- On the Distribution of the Total Number of Run Lengths
- (And Not to Generalize) the Chu–Vandermonde Identity