- Integral formulas for the minimal representation of O(p; 2)
- Visible actions on symmetric spaces Toshiyuki KOBAYASHI
- Deformation space of discontinuous groups Zk for a nilmanifold Rk+1
- A generalized Cartan decomposition for the double coset space
- Multiplicity-free Representations and Visible Actions on Complex Manifolds
- ANALYSIS ON THE MINIMAL REPRESENTATION OF O(p; q) { III. ULTRAHYPERBOLIC EQUATIONS ON R p 1;q 1
- Preface to the seventh Takagi Lectures The Takagi Lectures are the first series of lectures in mathematics to be crowned
- INTRODUCTION TO ACTIONS OF DISCRETE GROUPS ON PSEUDO-RIEMANNIAN HOMOGENEOUS MANIFOLDS
- ANALYSIS ON THE MINIMAL REPRESENTATION OF O(p; q) { I. REALIZATION VIA CONFORMAL GEOMETRY
- Lectures on restrictions of unitary representations of real reductive groups
- Multiplicity One Theorem in the Orbit In memory of Professor F. Karpelevi c
- Preface to the fifth Takagi Lectures The Takagi Lectures are the first series of lectures in mathematics to be crowned
- Deformation of Properly Discontinuous Actions of Z k on R k+1
- Multiplicity-free Representations and Visible Actions on Complex Manifolds
- A generalized Cartan decomposition for the double coset space
- 5~ ET B} 3X &t M} r @O & 5{ =| >. NS =S 9T JToshiyuki Kobayashi!K !V=EJ#$N$J$$I=8=!W$O4LsI=8=$r0lHL2=$7$?35G0$G$"$j!$D>4QE*$K$$$&
- Analysis on the minimal representation of I. Realization via conformal geometry
- (TOSHIYUKI KOBAYASHI) Graduate School of Mathematical Sciences,
- Preface to the eighth Takagi Lectures The Takagi Lectures are the first series of lectures in mathematics to be crowned
- Fourier transform of a minimal K-type vector in the minimal representation of O(p + 1, q + 1)
- The inversion formula and holomorphic extension of the minimal representation of the conformal group
- The Takagi Lectures are the first series of lectures in mathematics to be crowned with a Japanese mathematician's name.
- Compact Clifford-Klein forms of symmetric spaces revisited
- The Takagi Lectures are the first series of lectures in mathematics to be crowned with a Japanese mathematician's name.
- MULTIPLICITY FREE THEOREM IN BRANCHING PROBLEMS OF UNITARY HIGHEST WEIGHT MODULES #
- No. 2] Proc. Japan Acad., 83, Ser. A (2007) 1 Integral formula of the unitary inversion operator for the minimal
- The inversion formula and holomorphic extension of the minimal representation of the conformal group
- On discontinuous group actions on nonRiemannian homogeneous spaces #
- Compact Cli#ordKlein forms of symmetric spaces --revisited
- (Toshiyuki Kobayashi) Research Institute for Mathematical Sciences,
- , D-, , , , , , . . . Peter-Weyl (1927). (
- (Toshiyuki Kobayashi) Riemannian $G/H$
- Branching Problems of Unitary Representations
- Introduction to visible actions on complex manifolds and multiplicity-free representations
- (TOSHIYUKI KOBAYASHI) , \langle Hilbert
- Branching problems of Zuckerman derived functor modules
- An integral formula for L2 -eigenfunctions of a
- Visible actions on symmetric spaces Toshiyuki KOBAYASHI
- Indefinite higher Riesz transforms Toshiyuki Kobayashi
- DISCONTINUOUS GROUPS AND CLIFFORD-KLEIN FORMS OF PSEUDO-RIEMANNIAN
- GENERALIZED FOURIER TRANSFORMS Fk,a SALEM BEN SAID, TOSHIYUKI KOBAYASHI, AND BENT RSTED
- Preface to the sixth Takagi Lectures The Takagi Lectures are the first series of lectures in mathematics to be crowned
- On discontinuous group actions on non-Riemannian homogeneous spaces
- COMPOSITION FORMULAS IN THE WEYL CALCULUS TOSHIYUKI KOBAYASHI, BENT RSTED, MICHAEL PEVZNER, ANDRE
- Preface iii 1. Toshiyuki Kobayashi ( ) 1
- (Rigidity and deformation of discontinuous groups for non-Riemannian symmetric spaces)
- Group invariance and Lp -bounded operators
- Visible actions on symmetric spaces Toshiyuki KOBAYASHI
- Multiplicity-free theorems of the Restrictions of Unitary Highest Weight Modules with
- Multiplicity-free theorems of the Restrictions of Unitary Highest Weight Modules with
- Publ. RIMS, Kyoto Univ. 41 (2005), 497549
- Lectures on restrictions of unitary representations of real reductive groups
- Integral formulas for the minimal representation of O(p, 2)
- (Toshiyuki Kobayashi) Research Institute for Mathematical Sciences,
- Amer. Math. Soc. Transl. (2) Vol. 00, XXXX
- Analysis on the minimal representation of III. ultrahyperbolic equations on Rp-1,q-1
- Analysis on the minimal representation of II. Branching laws
- ICM 2002 Vol. III 13 Branching Problems of
- Analysis on Homogeneous Spaces and Representation Theory of Lie Groups,
- MULTIPLICITY FREE THEOREM IN BRANCHING PROBLEMS OF UNITARY HIGHEST WEIGHT MODULES
- Vogan-Zuckerman , $GL(n, R)$ $G$ $GL(n, R)$ Cartan involution $g$ }$arrow {}^{t}g^{-1}$
- DISCONTINUOUS GROUPS ACTING ON HOMOGENEOUS SPACES OF REDUCTIVE TYPE
- PROPER ACTION ON A HOMOGENEOUS SPACE OF REDUCTIVE TYPE
- 3 3 4 4 1 16 4 1992 1988 10 5
- Restrictions of generalized Verma modules to symmetric pairs
- Publ. RIMS, Kyoto Univ. 4x (200x), 000000
- LAGUERRE SEMIGROUP AND DUNKL OPERATORS SALEM BEN SAID, TOSHIYUKI KOBAYASHI, AND BENT RSTED
- Orthogonal polynomials associated to a certain fourth order differential equation
- Special functions associated to a certain fourth order differential equation
- Propagation of multiplicity-free property for holomorphic vector bundles
- Invariant multipliers and O(p, q)-action Toshiyuki Kobayashi & Andreas Nilsson
- GEOMETRIC ANALYSIS ON SMALL UNITARY REPRESENTATIONS OF GL(N, R)
- THEORY OF DISCRETELY DECOMPOSABLE RESTRICTIONS OF UNITARY REPRESENTATIONS OF
- NOTE ON HIRZEBRUCH'S PROPORTIONALITY PRINCIPLE Toshiyuki Kobayashi
- Deformation of Properly Discontinuous Actions of Zk
- Invariant multipliers and O(p, q)-action Toshiyuki Kobayashi & Andreas Nilsson
- SINGULAR UNITARY REPRESENTATIONS AND DISCRETE SERIES FOR
- A VANISHING THEOREM FOR MODULAR SYMBOLS ON LOCALLY SYMMETRIC SPACES
- DISCRETE DECOMPOSABILITY OF THE RESTRICTION OF Aq(~) WITH RESPECT TO REDUCTIVE SUBGROUPS II
- Convex domains and the Fourier transform on spaces of constant curvature
- #### # ########## ## (Toshiyuki Kobayashi) Research Institute for Mathematical Sciences,
- ####, D-##, ####, ####, ####, ######, #### , . .#.######## ### S1 ####### R ############. ##################
- #### (Toshiyuki Kobayashi) ########### & Mittag-Leffler ###
- k Deformation space of discontinuous groups Z
- Characterizing multipliers by relative invariance #### # ########## ## (Toshiyuki Kobayashi)
- ############## ################# 1 # 1 ###_____#####
- #### (Toshiyuki KOBAYASHI) ####### (RIMS)
- THEORY OF DISCRETELY DECOMPOSABLE RESTRICTIONS OF UNITARY REPRESENTATIONS OF
- 2002 # . ########### Branching Problems of
- Multiplicity one theorem on branching laws and geometry of complex manifolds
- O(p, q) #################* #### # ####### #### (Toshiyuki Kobayashi)
- MULTIPLICITY FREE THEOREM IN BRANCHING PROBLEMS OF UNITARY HIGHEST WEIGHT MODULES*
- MULTIPLICITY-FREE RESTRICTIONS OF UNITARY HIGHEST WEIGHT MODULES FOR REDUCTIVE SYMMETRIC PAIRS
- THE RESTRICTION OF Aq(~) TO REDUCTIVE SUBGROUPS II Toshiyuki KOBAYASHI
- (VANISHING THEOREM OF MODULAR SYMBOLS ON LOCALLY SYMMETRIC SPACE)
- Visible actions on symmetric spaces Toshiyuki KOBAYASHI
- Lp-ANALYSIS ON HOMOGENEOUS MANIFOLDS OF REDUCTIVE TYPE AND REPRESENTATION THEORY
- DISCONTINUOUS GROUPS ACTING ON HOMOGENEOUS SPACES OF REDUCTIVE TYPE
- Fourier transform of a minimal K -type vector in the minimal representation of O(p + 1, q + 1)
- A NECESSARY CONDITION FOR THE EXISTENCE OF COMPACT CLIFFORD-KLEIN FORMS OF
- DISCRETE DECOMPOSABILITY OF THE RESTRICTION OF Aq(~) WITH RESPECT TO REDUCTIVE SUBGROUPS III
- HARMONIC ANALYSIS ON HOMOGENEOUS MANIFOLDS OF REDUCTIVE TYPE AND
- ON DISCONTINUOUS GROUPS ACTING ON HOMOGENEOUS SPACES WITH NONCOMPACT ISOTROPY SUBGROUPS
- 0. Introduction Interesting classes of (g, K)-modules are often described naturally in terms*
- DEFORMATION OF COMPACT CLIFFORD-KLEIN FORMS OF INDEFINITE-RIEMANNIAN HOMOGENEOUS MANIFOLDS
- NOTE ON HIRZEBRUCH'S PROPORTIONALITY PRINCIPLE Toshiyuki Kobayashi* and Kaoru Ono
- ON THE RESTRICTION OF UNITARY REPRESENTATIONS AND THEIR APPLICATIONS
- BOUNDED DOMAINS AND THE ZERO SETS OF FOURIER TRANSFORMS Toshiyuki KOBAYASHI
- Propagation of multiplicityfree property for holomorphic vector bundles #
- MULTIPLICITY FREE THEOREM IN BRANCHING PROBLEMS OF UNITARY HIGHEST WEIGHT MODULES*
- SINGULAR UNITARY REPRESENTATIONS AND DISCRETE SERIES FOR
- ANALYSIS ON THE MINIMAL REPRESENTATION OF O(p; q) { II. BRANCHING LAWS
- Conformal geometry and global solutions to the Yamabe equations on classical pseudo-Riemannian manifolds
- Indefinite higher Riesz transforms Toshiyuki Kobayashi #
- CONFORMAL GEOMETRY AND BRANCHING LAWS FOR UNITARY REPRESENTATIONS ATTACHED TO MINIMAL NILPOTENT ORBITS
- (Rigidity and deformation of discontinuous groups for non-Riemannian symmetric spaces)
- DISCONTINUOUS GROUPS AND CLIFFORD-KLEIN FORMS OF PSEUDO-RIEMANNIAN
- No. 2] Proc. Japan Acad., 83, Ser. A (2007) * * 1
- PERTURBATION OF DOMAINS IN THE POMPEIU PROBLEM Toshiyuki KOBAYASHI*
- Branching laws of unitary highest weight modules with respect to semisimple symmetric paris
- MONASTIR SEMINAR ON PROPER ACTIONS, DISCONTINUOUS GROUPS, AND UNIFORM LATTICES
- THE RESTRICTION OF Aq(~) TO REDUCTIVE SUBGROUPS Toshiyuki KOBAYASHI
- SINGULAR UNITARY REPRESENTATIONS AND DISCRETE SERIES FOR
- Propagation of multiplicity-free property for holomorphic vector bundles
- MONASTIR SEMINAR ON THE RESTRICTION OF UNITARY REPRESENTATIONS AND THEIR APPLICATIONS
- ANALYSIS ON THE MINIMAL REPRESENTATION OF O(p, q) -II. BRANCHING LAWS
- A generalized Cartan decomposition for the double coset space
- ICM 2002 Vol. III 1--3 Branching Problems of
- ON THE RESTRICTION OF UNITARY REPRESENTATIONS AND THEIR APPLICATIONS
- Discontinuous group in a homogeneous space of reductive type TOSHIYUKI KOBAYASHI
- Multiplicityfree theorems of the Restrictions of Unitary Highest Weight Modules with
- DISCRETE SERIES REPRESENTATIONS FOR THE ORBIT SPACES ARISING FROM TWO
- p Group invariance and L -bounded operators
- INVARIANT MEASURES ON HOMOGENEOUS MANIFOLDS OF REDUCTIVE TYPE
- ## ## (Toshiyuki KOBAYASHI) Graduate School of Mathematical Sciences,
- Introduction to visible actions on complex manifolds and multiplicity-free representations
- The inversion formula and holomorphic extension of the minimal representation of the conformal group
- O(p, 2) #############* #### # ####### #### (Toshiyuki Kobayashi)
- Multiplicity-free theorems of the Restrictions of Unitary Highest Weight Modules with
- PROPER ACTION ON A HOMOGENEOUS SPACE OF REDUCTIVE TYPE
- Discretely decomposable restrictions of unitary representations of reductive Lie groups
- ADJOINT ACTION A CONTRIBUTION TO ENC. OF MATH., KLUWER
- DISCRETE DECOMPOSABILITY OF THE RESTRICTION OF Aq(~) WITH RESPECT TO REDUCTIVE SUBGROUPS AND ITS APPLICATIONS
- ## ## (Toshiyuki KOBAYASHI) #### ####### (University of Tokyo),
- O(p, q) ########## #### # ########## ## (Toshiyuki Kobayashi)
- (VANISHING THEOREM OF MODULAR SYMBOLS ON LOCALLY SYMMETRIC SPACE)
- ANALYSIS ON THE MINIMAL REPRESENTATION OF O(p, q) -I. REALIZATION VIA CONFORMAL GEOMETRY
- DISCRETE DECOMPOSABILITY OF THE RESTRICTION OF Aq(~) WITH RESPECT TO REDUCTIVE SUBGROUPS III
- #### # ####### #### #Toshiyuki Kobayashi# ## ####### 2 #############
- ANALYSIS ON THE MINIMAL REPRESENTATION OF O(p, q) -III. ULTRAHYPERBOLIC EQUATIONS ON Rp-1,q-1
- 1. ###### # ####### ###### # ### (Lev Semenovich Pon-
- Minimal representations via Bessel operators Joachim Hilgert
- Geometric Analysis on Minimal Representations 9 , , 2010 12 4
- Orthogonal polynomials associated to a certain fourth order differential equation
- Special functions associated to a certain fourth order differential equation
- LAGUERRE SEMIGROUP AND DUNKL OPERATORS SALEM BEN SAID, TOSHIYUKI KOBAYASHI, AND BENT RSTED
- Finite multiplicity theorems Toshiyuki Kobayashi
