Results 31 to 40 of about 106 (55)
Formal (q-)Euler integrals over the unit hypercube and over triangles in higher dimensions for multiple (q-)hypergeometric functions [PDF]
This article contains both multiple hypergeometric functions and cor- responding q-analogues. First we present integral expressions for multi- ple hypergeometric functions over the unit hypercube and over triangles in higher dimensions.
Ernst, Thomas
core +1 more source
Extending Families of Densities by Special-Function Factors [PDF]
1 online resource (PDF, 29 ...
Chen, Chong-Hong, Dickey, James M.
core
Integral transformations of hypergeometric functions with several variables
As a generalization of Riemann-Liouville integral, we introduce integral transformations of convergent power series which can be applied to hypergeometric functions with several variables.Comment ...
Oshima, Toshio
core
Séries hipergeométricas generalizadas no contexto da teoria das funções hipercomplexas [PDF]
Mestrado em MatemáticaO principal objectivo deste trabalho consiste em estudar séries hipergeométricas com uma ou duas variáveis e suas generalizações no contexto da Análise de Clifford.
Robalo, Tânia Cristina Gonçalves
core
Balanced Configurations of Lattice Vectors and GKZ-rational Toric Fourfolds in P^6 [PDF]
We introduce a notion of balanced configurations of vectors. This is motivated by the study of rational A-hypergeometric functions in the sense of Gelfand, Kapranov and Zelevinsky. We classify balanced configurations of seven plane vectors up to GL(2,R)
Cattani, Eduardo, Dickenstein, Alicia
core +2 more sources
General overview of multivariable special functions [PDF]
Koornwinder, T.H., Stokman, J.V.
core +1 more source
Asymptotics of Saran's hypergeometric function $F_K$
In this paper, we first establish asymptotic expansions of the Humbert function $\Psi_1$ for one large variable. The resulting expansions are then used to derive an asymptotic expansion of Saran's hypergeometric function $F_K$ when two of its variables ...
Hang, Peng-Cheng, Luo, Min-Jie
core
Some of the next articles are maybe not open access.
Risk assessment of microplastic particles
Nature Reviews Materials, 2022Albert A Koelmans +2 more
exaly
Covalent Organic Frameworks: Design, Synthesis, and Functions
Chemical Reviews, 2020Keyu Geng, Ting He, Ruoyang Liu
exaly

