Publication date
June 1989
DOI Publisher
Published by Elsevier B.V. ISSN
0304-3975 Citation count (estimate)
6Abstract
AbstractWe study certain two-dimensional dynamical systems xn + 1 = F(xn, yn); yn + 1 = G(xn, yn)
AbstractWe study certain two-dimensional dynamical systems xn + 1 = F(xn, yn); yn + 1 = G(xn, yn)
This talk will tell the story of how a geometry problem of Diophantus led all the way to a paper of ...
AbstractCertain diophantine equations of the form x2 − Dy2 = nz2 are solved parametrically. In parti...
The problem of a mathematician who walks from her home to her office and changes her mind repeatedly...
AbstractWe present results for infinite series appearing in Feynman diagram calculations, many of wh...
In this paper, authors will present a new theorem and corollary on multi- dimensional Laplace trans...
Peer Reviewedhttp://deepblue.lib.umich.edu/bitstream/2027.42/135221/1/jlms0422.pd
AbstractIt is shown that the polynomials {Lnα,M0,M1,…,MN(x)}n = 0∞ defined by Lnα,M0M1,…,MN(x)=∑k=0N...
AbstractWe examine a pair of Rogers–Ramanujan type identities of Lebesgue, and give polynomial ident...
We solve the linear Dyson Schwinger equation for a massless vertex in Yukawa theory, iterating the f...
AbstractIn this paper following some ideas introduced by Andrews (Combinatorics and Ramanujan's “los...
Abstract We introduce a many-variable version of the f -polynomial and h-polynomial associated to a ...
AbstractIn this note we give a new proof of Witt's formula for Euler numbers, which are related to s...
We give several integral representation for the Euler- Mascheroni constant using a combinatorial id...
AbstractWe prove a formula of Mehler-Heine type for a family of orthogonal polynomials in two variab...
AbstractThe main object of the present work is to investigate several families of double-series iden...
This talk will tell the story of how a geometry problem of Diophantus led all the way to a paper of ...
AbstractCertain diophantine equations of the form x2 − Dy2 = nz2 are solved parametrically. In parti...
The problem of a mathematician who walks from her home to her office and changes her mind repeatedly...
AbstractWe present results for infinite series appearing in Feynman diagram calculations, many of wh...
In this paper, authors will present a new theorem and corollary on multi- dimensional Laplace trans...
Peer Reviewedhttp://deepblue.lib.umich.edu/bitstream/2027.42/135221/1/jlms0422.pd
AbstractIt is shown that the polynomials {Lnα,M0,M1,…,MN(x)}n = 0∞ defined by Lnα,M0M1,…,MN(x)=∑k=0N...
AbstractWe examine a pair of Rogers–Ramanujan type identities of Lebesgue, and give polynomial ident...
We solve the linear Dyson Schwinger equation for a massless vertex in Yukawa theory, iterating the f...
AbstractIn this paper following some ideas introduced by Andrews (Combinatorics and Ramanujan's “los...
Abstract We introduce a many-variable version of the f -polynomial and h-polynomial associated to a ...
AbstractIn this note we give a new proof of Witt's formula for Euler numbers, which are related to s...
We give several integral representation for the Euler- Mascheroni constant using a combinatorial id...
AbstractWe prove a formula of Mehler-Heine type for a family of orthogonal polynomials in two variab...
AbstractThe main object of the present work is to investigate several families of double-series iden...
This talk will tell the story of how a geometry problem of Diophantus led all the way to a paper of ...
AbstractCertain diophantine equations of the form x2 − Dy2 = nz2 are solved parametrically. In parti...
The problem of a mathematician who walks from her home to her office and changes her mind repeatedly...
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