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Levasseur, Thierry - Département de Mathématiques, Université de Brest
RINGS OF DIFFERENTIAL OPERATORS ON CLASSICAL RINGS OF INVARIANTS by
ADJOINT VECTOR FIELDS ON THE TANGENT SPACE OF SEMISIMPLE SYMMETRIC SPACES
Orbite nilpotente minimale Thierry Levasseur et Patrice Tauvel
SEMI-SIMPLICITY OF INVARIANT HOLONOMIC SYSTEMS ON A REDUCTIVE LIE ALGEBRA
INVARIANT DIFFERENTIAL OPERATORS AND AN HOMOMORPHISM OF HARISH-CHANDRA
DIFFERENTIAL OPERATORS ON SOME NILPOTENT ORBITS T. LEVASSEUR AND J. T. STAFFORD
RADIAL COMPONENTS, PREHOMOGENEOUS VECTOR SPACES, AND RATIONAL CHEREDNIK ALGEBRAS
DIFFERENTIAL OPERATORS AND COHOMOLOGY GROUPS ON THE BASIC AFFINE SPACE
CORRIGENDUM TO: SEMI-SIMPLICITY OF INVARIANT HOLONOMIC SYSTEMS ON A REDUCTIVE LIE ALGEBRA
INVARIANT DISTRIBUTIONS SUPPORTED ON THE NILPOTENT CONE OF A SEMISIMPLE LIE ALGEBRA
THE QUANTUM COORDINATE RING OF THE SPECIAL LINEAR GROUP
RINGS OF DIFFERENTIAL OPERATORS ON CLASSICAL RINGS OF INVARIANTS T. Levasseur and J.T. Stafford
DIFFERENTIAL OPERATORS AND COHOMOLOGY GROUPS ON THE BASIC AFFINE SPACE
EQUIVARIANT D-MODULES ATTACHED TO NILPOTENT ORBITS IN A SEMISIMPLE LIE ALGEBRA
DIFFERENTIAL OPERATORS COMMUTING WITH INVARIANT T. LEVASSEUR AND J. T. STAFFORD
PRIMITIVE IDEALS OF C q [G] TIMOTHY J. HODGES AND THIERRY LEVASSEUR
Primitive ideals of C q Timothy J. Hodges
INVARIANT DIFFERENTIAL OPERATORS ON THE TANGENT SPACE OF SOME SYMMETRIC SPACES
KRULL DIMENSION OF THE ENVELOPING ALGEBRA OF A SEMISIMPLE LIE ALGEBRA
ALGEBRAIC STRUCTURE OF MULTI-PARAMETER QUANTUM GROUPS TIMOTHY J. HODGES, THIERRY LEVASSEUR, AND MARGARITA TORO
Primitive ideals of Cq [SL(n)] Timothy J. Hodges*
RINGS OF DIFFERENTIAL OPERATORS ON CLASSICAL RINGS OF INVARIANTS T. Levasseur and J.T. Stafford
NOTES ON EQUIVARIANT D-MODULES T. LEVASSEUR
INVARIANT DIFFERENTIAL OPERATORS ON THE TANGENT SPACE OF SOME SYMMETRIC SPACES
THE KERNEL OF AN HOMOMORPHISM OF HARISH-CHANDRA T. LEVASSEUR AND J. T. STAFFORD
Primitive ideals of Cq[SL(3)] Timothy J. Hodges* Thierry Levasseur
DIFFERENTIAL OPERATORS ON SOME NILPOTENT ORBITS T. LEVASSEUR AND J. T. STAFFORD
THE QUANTUM COORDINATE RING OF THE SPECIAL LINEAR GROUP
DIFFERENTIAL OPERATORS COMMUTING WITH INVARIANT FUNCTIONS
INVARIANT DIFFERENTIAL OPERATORS ON THE TANGENT SPACE OF SOME SYMMETRIC SPACES
SEMI-SIMPLICITY OF INVARIANT HOLONOMIC SYSTEMS ON A REDUCTIVE LIE ALGEBRA
ALGEBRAIC STRUCTURE OF MULTI-PARAMETER QUANTUM GROUPS TIMOTHY J. HODGES, THIERRY LEVASSEUR, AND MARGARITA TORO
PRIMITIVE IDEALS OF C q[G] TIMOTHY J. HODGES AND THIERRY LEVASSEUR
Modules over the 4-dimensional Sklyanin Algebra T. Levasseur,
D-MODULES ET DISTRIBUTIONS SPHRIQUES (LE CAS THIERRY LEVASSEUR
Primitive ideals of C q Timothy J. Hodges
Modules over the 4-dimensional Sklyanin Algebra T. Levasseur,
CORRIGENDUM TO: SEMI-SIMPLICITY OF INVARIANT HOLONOMIC SYSTEMS ON A REDUCTIVE LIE ALGEBRA
EQUIVARIANT D-MODULES ATTACHED TO NILPOTENT ORBITS IN A SEMISIMPLE LIE ALGEBRA
INVARIANT DISTRIBUTIONS SUPPORTED ON THE NILPOTENT CONE OF A SEMISIMPLE LIE ALGEBRA
NOTES ON EQUIVARIANT D-MODULES T. LEVASSEUR
ADJOINT VECTOR FIELDS ON THE TANGENT SPACE OF SEMISIMPLE SYMMETRIC SPACES
THE KERNEL OF AN HOMOMORPHISM OF HARISH-CHANDRA T. LEVASSEUR AND J. T. STAFFORD
Orbite nilpotente minimale Thierry Levasseur et Patrice Tauvel
INVARIANT DIFFERENTIAL OPERATORS AND AN HOMOMORPHISM OF HARISH-CHANDRA