研究者情報 - 谷口　健二 | 青山学院大学

タニグチ　ケンジ TANIGUCHI Kenji
谷口　健二

所属

青山学院大学理工学部数理サイエンス学科

職種教授

研究業績（著書・論文等）
1.	著書	理工系の数理　複素解析 (共著) 2013/02
2.	論文	The Socle Filtrations of Principal Series representations of SL(3,R) and Sp(2,R) Tokyo Journal of Mathematics 47 (1),189-243頁 (共著) 2024/06
3.	論文	"Socle filtrations of the standard Whittaker (g,K)-modules of Spin(r,1)",43-61 (単著) 2015/04
4.	論文	Discrete Series Whittaker Functions on Spin(2n,2),1-59 (単著) 2014/07
5.	論文	Closed orbits on partial flag varieties and double flag variety of finite type,113-119 (共著) 2014/03
6.	論文	"On the composition series of the standard Whittaker (g,K)-modules" Transactions of the American Mathematical Society 365,3899-3922 (単著) 2013/07
7.	論文	A construction of generators of Z(so_n) Josai Mathematical Monographs 6,93-108 (単著) 2013
8.	論文	On the symmetry of commuting differential operators with singularities along hyperplanes International Mathematics Research Notices(Hindawi Publishing Corporation),1845-1867 (単著) 2004/04
9.	論文	Bernstein Degree and Associated Cycle of Harish-Chandra Modules－Hermitian symmetric case－ Ast'erisque(Soci'et'e Math'ematique de France) 273,13-80 (共著) 2001/06
10.	論文	Kawanaka Invariants for Representations of Weyl Groups J.Algebra(Academic Press) 225,842-871 (共著) 2000/03
11.	論文	Invariants for Representations of Weyl Groups, Two-sided Cells, and Modular Representations of Iwahori-Hecke Algebras Advanced Studies in Pure Mathematics(Mathematical Society of Japan) 28,103-112 (共著) 2000
12.	論文	On uniqueness of commutative rings of Weyl group invariant differential operators Publ.RIMS,Kyoto Univ. 33,257-276 (単著) 1997
13.	論文	Discrete series Whittaker functions of SU(n,1)and Spin(2n,1) J.Math.Sci.Univ.Tokyo 3,331-377 (単著) 1996
14.	その他	Differential Operators that Commute with the r^-2-type Hamiltonian Workshop on Calogero-Moser-Sutherland models(Universite de Montr'eal),451-459 (単著) 2000/05