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- The $ R $-Bell Numbers
- Investigating Geometric and Exponential Polynomials with Euler-Seidel Matrices
- Some Combinatorial Formulas for the Partial R-Bell Polynomials
- Recursive Computation of the Hawkes Cumulants
- A Factorization Formula for Power Series Daniel Birmajer, Juan B
- Bell Polynomials in Combinatorial Hopf Algebras Ammar Aboud, Jean-Paul Bultel, Ali Chouria, Jean-Gabriel Luque, Olivier Mallet
- On Similarities Between Exponential Polynomials and Hermite Polynomials
- FORMULAS for the NUMBER of K-COLORED PARTITIONS and the NUMBER of PLANE PARTITIONS of N in TERMS of the BELL POLYNOMIALS
- Another Identity for Complete Bell Polynomials Based on Ramanujan’S Congruences
- Partitions, Hypergeometric Systems, and Dirichlet Processes in Statistics Springerbriefs in Statistics
- Noncommutative Bell Polynomials, Quasideterminants and Incidence Hopf Algebras
- Recurrences of Stirling and Lah Numbers Via Second Kind Bell Polynomials∗
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- A34 INTEGERS 14 (2014) the (R1,...,Rp)-BELL POLYNOMIALS
- Pochhammer Symbols, Q-Analogs, Gaussian Binomial Coefficients
- Notes on Two Kinds of Special Values for the Bell Polynomials of the Second Kind Feng Qi, Dongkyu Lim, Yong-Hong Yao
- Bell Polynomials Related Constructs
- SPECIAL VALUES of the BELL POLYNOMIALS of the SECOND KIND for SOME SEQUENCES and FUNCTIONS Feng Qi, Da-Wei Niu, Dongkyu Lim, Yong-Hong Yao
- Realization of a Method for Calculating Bell Polynomials Based on Compositae of Generating Functions
- SOME PROPERTIES and an APPLICATION of MULTIVARIATE EXPONENTIAL POLYNOMIALS Feng Qi, Da-Wei Niu, Dongkyu Lim, Bai-Ni Guo
- Generalizations of the Bell Numbers and Polynomials and Their Properties
- New Identities for the Partial Bell Polynomials Djurdje Cvijović Atomic Physics Laboratory, Vinča Institute of Nuclear Sciences, P.O
- Identities on Bell Polynomials and Sheffer Sequences
- On Hensel's Roots and a Factorization Formula in Z [[X]]
- Kstatistics: Unbiased Estimators for Cumulant Products and Faa Di Bruno's Formula
- Arxiv:2007.13291V1 [Math.NT] 27 Jul 2020 Eeaigfnto,A Xlctepeso N Hi Rela Their and Expression Explicit Degenerate an the Function, for Generating Then, Numbers
- Bell-Based Bernoulli Polynomials with Applications
- Approximating Functions of Positive Compact Operators by Using Bell Polynomials
- Trace Identities for Skew-Symmetric Matrices