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Publication : journal of mathematical physics Format : Academic Journals Subject : bernoulli numbers Subject : computer science Subject : euler numbers Subject : euler numbers and polynomials Subject : generating functions Subject : p-adic analysis Filter by : Subject

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Academic Journal

Convolution identities for Dunkl orthogonal polynomials from the osp(1|2) Lie superalgebra.

Authors : Koelink, Erik; Lemay, Jean-Michel; Vinet, Luc

Subjects: JACOBI polynomials; SUPERALGEBRAS; GENERATING functions

Source: Journal of Mathematical Physics; Sep2019, Vol. 60 Issue 9, pN.PAG-N.PAG, 16p

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Academic Journal

Polynomial tau-functions of the KP, BKP, and the s-component KP hierarchies.

Authors : Kac, Victor G.; Rozhkovskaya, Natasha; van de Leur, Johan

Subjects: POLYNOMIALS; GENERATING functions

Source: Journal of Mathematical Physics; Feb2021, Vol. 62 Issue 2, p1-25, 25p

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Academic Journal

Quantum Hurwitz numbers and Macdonald polynomials.

Authors : Harnad, J.

Subjects: HURWITZ polynomials; POLYNOMIALS; GENERATING functions

Source: Journal of Mathematical Physics; 2016, Vol. 57 Issue 11, p1-16, 16p

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Academic Journal

Weighted Hurwitz numbers and topological recursion: An overview.

Authors : Alexandrov, A.; Chapuy, G.; Eynard, B.

Subjects: HURWITZ polynomials; TOPOLOGY; RECURSION theory

Source: Journal of Mathematical Physics; Aug2018, Vol. 59 Issue 8, pN.PAG-N.PAG, 21p, 2 Diagrams

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Academic Journal

Generating functions for weighted Hurwitz numbers.

Authors : Guay-Paquet, Mathieu; Harnad, J.

Subjects: GENERATING functions; HURWITZ polynomials; CAYLEY graphs

Source: Journal of Mathematical Physics; Aug2017, Vol. 58 Issue 8, p1-28, 28p, 1 Chart

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Academic Journal

On calculation of generating functions of Chebyshev polynomials in several variables.

Authors : Damaskinsky, E. V.; Kulish, P. P.; Sokolov, M. A.

Subjects: GENERATING functions; CHEBYSHEV polynomials; LIE algebras

Source: Journal of Mathematical Physics; 2015, Vol. 56 Issue 6, p1-11, 11p

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Academic Journal

Closed-form summation of the Dowker and related sums.

Authors : Cvijovic, Djurdje; Srivastava, H. M.

Subjects: MATHEMATICAL formulas; INTEGRALS; BERNOULLI polynomials

Source: Journal of Mathematical Physics; Apr2007, Vol. 48 Issue 4, p043507, 12p

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Academic Journal

Properties of Leach–Flessas–Gorringe polynomials.

Authors : Pursey, D. L.

Subjects: *GENERATING functions; *POLYNOMIALS; *HAMILTONIAN systems

Source: Journal of Mathematical Physics. Sep90, Vol. 31 Issue 9, p2170. 2p.

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Academic Journal

(q,μ) and (p,q,ζ)-exponential functions: Rogers-Szegő polynomials and Fourier-Gauss transform.

Authors : Hounkonnou, Mahouton Norbert; Nkouankam, Elvis Benzo Ngompe

Subjects: EXPONENTIAL functions; POLYNOMIALS; MATHEMATICAL transformations

Source: Journal of Mathematical Physics; Oct2010, Vol. 51 Issue 10, p103517, 10p

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Academic Journal

An operator approach to the Al-Salam–Carlitz polynomials.

Authors : Chen, William Y. C.; Saad, Husam L.; Sun, Lisa H.

Subjects: MATHEMATICAL physics; POLYNOMIALS; GENERATING functions

Source: Journal of Mathematical Physics; Apr2010, Vol. 51 Issue 4, p043502, 13p

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