Results 161 to 170 of about 30,409 (195)

The Arithmetic of Bell and Stirling Numbers

American Journal of Mathematics, 1948
Symbolic methods are used to obtain many of the properties of the Bell and Stirling numbers [cf. \textit{E. T. Bell}, Am. J. Math. 61, 89--101 (1939; Zbl 0020.10402)] modulo \(p\), a prime.
H. W. Becker, John Riordan
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Stirling and Bell Numbers

, 2015

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Normal ordering for nonlinear deformed ladder operators and the f-generalization of the Stirling and Bell numbers

Journal of Mathematical Physics, 2015
We resolve the normal ordering problem for symmetric (Dˆ+Dˆ−)n and asymmetric (Dˆ+rDˆ−)n strings of the nonlinear deformed ladder operators Dˆ± for supersymmetric and shape-invariant potential systems, where r and n are positive integers. We provide exact and explicit expressions for their normal forms N{(Dˆ+Dˆ−)n} and N{(Dˆ+rDˆ−)n}, where in N ...
A N F Aleixo, A. B. Balantekin
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Generalizations of Stirling-like and Bell-like Numbers

, 2023
Eszter Gyimesi, Gábor Nyul, Gabriella Rácz   +2 more
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Catalan, Bell and Stirling Numbers

, 2010

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Stirling, bell, bernoulli, euler and eulerian numbers

, 2004
József Sándor, B. Crstici
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Stirling, bell, bernoulli, euler and eulerian numbers

, 2011

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Degenerate r-Stirling Numbers and r-Bell Polynomials

Russian Journal of Mathematical Physics, 2018
zbMATH Open Web Interface contents unavailable due to conflicting licenses.
Kim, T., Yao, Y., Kim, D. S., Jang, G.-W.   +3 more
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The local central limit theorem for Stirling numbers of the second kind and an estimate for bell numbers

, 1981
V. V. Menon
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