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Asymptotics of Harish-Chandra expansions, bounded hypergeometric functions associated with root systems, and applications

机译：Harish-Chandra展开的渐近性，与根系统相关的有限超几何函数和应用程序

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E. K. Narayanan; A. Pasquale; S. Pusti;
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1. Asymptotics of Harish-Chandra expansions, bounded hypergeometric functions associated with root systems, and applications * [J] . E.K. Narayanan, A. Pasquale, S. Pusti Advances in Mathematics . 2014,第Null期

机译：Harish-Chandra展开的渐近性，与根系统相关的有界超几何函数以及应用程序*
2. Computable error bounds for asymptotic expansions of the hypergeometric function _1F_1 of matrix argument and their applications [J] . Yasunori Fujikoshi Hiroshima mathematical journal . 2007,第1期

机译：矩阵自变量的超几何函数_1F_1的渐近展开的可计算误差界及其应用
3. Asymptotic expansions of the hypergeometric function with two large parameters-application to the partition function of a lattice gas in a field of traps [J] . Cvitkovic Mislav, Smith Ana-Suncana, Pande Jayant Journal of physics, A. Mathematical and theoretical . 2017,第26期

机译：具有两个大参数的超微函数的渐近扩展 - 应用于陷阱领域格子气体的分区功能
4. On the roots of certain transcendental equations, involving complex confluent hypergeometric functions and their application in the theory of waveguides [C] . Georgieva-Grosse Mariana Nikolova, Georgiev Georgi Nikolov 12th International Conference on Transparent Optical Networks . 2010

机译：关于某些先验方程的根，涉及复杂的合流超几何函数，及其在波导理论中的应用
5. Asymptotics for the zeros of a basic hypergeometric function with three parameters. [D] . Ficken, Susan. 2013

机译：具有三个参数的基本超几何函数的零点的渐近性。
6. Error bounds for the asymptotic expansion of the Hurwitz zeta function [O] . G. Nemes -1

机译：Hurwitz zeta函数渐近展开的误差界
7. Asymptotics of Harish-Chandra expansions, bounded hypergeometric functions associated with root systems, and applications [O] . Narayanan, EK, Pasquale, A, Pusti, S 2014

机译：Harish-Chandra展开的渐近性，与根系统相关的有界超几何函数以及应用程序
8. Uniform Asymptotic Expansions of a Class of Integrals in Terms of Modified Bessel Functions, with Application to Confluent Hypergeometric Functions [R] . Temme, N. M. 1988

机译：基于修正贝塞尔函数的一类积分的一致渐近展开及其在汇合超几何函数中的应用

Asymptotics of Harish-Chandra expansions, bounded hypergeometric functions associated with root systems, and applications

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