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- Boundary value ploblems for Riemannian symmetric spaces
- BOUNDARY VALUE PROBLEMS ON RIEMANNIAN SYMMETRIC SPACES OF THE NONCOMPACT TYPE
- Heckman-Opdam hypergeometric functions and their specializations
- Classification of Fuchsian systems and their connection problem
- A CLASSIFICATION OF SUBSYSTEMS OF A ROOT SYSTEM TOSHIO OSHIMA
- Commuting differential operators with regular singularities
- MINIMAL POLYNOMIALS AND ANNIHILATORS OF GENERALIZED VERMA MODULES OF THE SCALAR TYPE
- A QUANTIZATION OF CONJUGACY CLASSES OF MATRICES TOSHIO OSHIMA
- FOURIER ANALYSIS ON SEMISIMPLE SYMMETRIC SPACES TOSHIO OSHIMA
- Fractional calculus of Weyl algebra and its applications to
- Fractional calculus of Weyl algebra its applications
- Classification of Fuchsian Systems their Connection Problem
- Whittaker models degenerate principal series
- GL(n) GL(n) G = GL(n, R) GL(n, C) G
- Rigid 3.1.1 n = mj,1 + mj,2 + + mj,nj (j = 0, 1, 2)
- F(, , ; z) = ()n := ( + 1) ( + n -1)
- Corrections for Fractional calculus of Weyl algebra and Fuchsian differential equations
- Symmetry, Integrability and Geometry: Methods and Applications SIGMA 3 (2007), 061, 50 pages Completely Integrable Systems
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- Toshio OSHIMA G: G = KAN Lie G
- A CLASS OF COMPLETELY INTEGRABLE QUANTUM SYSTEMS ASSOCIATED WITH CLASSICAL ROOT SYSTEMS
- Differential equations attached to generalized flag manifolds and
- KATZ'S MIDDLE CONVOLUTION AND YOKOYAMA'S EXTENDING OPERATION
- COMMUTING DIFFERENTIAL OPERATORS OF TYPE B2 Hiroyuki Ochiai*) and Toshio Oshima**)
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- Twisted Radon Transforms on Grassmannians Toshio OSHIMA
- MINIMAL POLYNOMIALS AND ANNIHILATORS OF GENERALIZED VERMA MODULES OF THE SCALAR TYPE
- Twisted Radon Transforms on Grassmannians Toshio OSHIMA
- #### ## ## #Toshio OSHIMA# n-## (x1, . . ., xn ) ######## ##############
- PALEY-WIENER THEOREMS ON A SYMMETRIC SPACE
- CAPELLI IDENTITIES, DEGENERATE SERIES AND HYPERGEOMETRIC FUNCTIONS*
- 1. # ########## ############# ### ## GL(n) ######
- Multiplicities of Representations on Homogeneous Spaces of Real SemiSimple Lie Groups
- FOURIER ANALYSIS ON SEMISIMPLE SYMMETRIC SPACES TOSHIO OSHIMA
- Fuchs Kac-Moody root 1 F(, , ; x) =
- Subsystems of a Root System (E8) Toshio OSHIMA
- Toshio OSHIMA ( ) ENCOUNTER with MATHEMATICS
- DIMENSIONS OF SPACES OF GENERALIZED SPHERICAL FUNCTIONS
- A QUANTIZATION OF CONJUGACY CLASSES OF MATRICES TOSHIO OSHIMA
- *1 preliminary version : 2011/11/13 2010 4 8 7 22
- BOUNDARY VALUE PROBLEMS ON RIEMANNIAN SYMMETRIC SPACES OF THE NONCOMPACT TYPE
- A classification of roots of symmetric Kac-Moody root systems and its application
