AbstractLet G/H be a semisimple symmetric space. We consider a Dirac operator D on G/H twisted by a finite dimensional H-representation. We give an explicit integral formula for certain solutions of the equation D=0. In particular, some quotients of standard principal series representations are seen to occur in the kernel of D
Let $G/K$ be a simply connected spin compact inner irreducible symmetric space, endowed with the met...
Date de rédaction: janvier 2004Soumis à publicationWe give a formula for the first eigenvalue of the...
The thesis contains a structure theory for semisimple symmetric spaces with applications to related ...
Abstract. Let G/H be a semisimple symmetric space. We consider a Dirac operator D on G/H twisted by ...
AbstractLet G/H be a semisimple symmetric space. We consider a Dirac operator D on G/H twisted by a ...
AbstractLet G be a real reductive Lie group and G/H a reductive homogeneous space. We consider Kosta...
Abstract. Let G be a real reductive Lie group and G/H a reductive homogeneous space. We consider Kos...
Coherent continuation π2 of a representation π1 of a semisimple Lie algebra arises by tens...
AbstractLet G be a reductive Lie group subject to some minor technical restrictions. The Plancherel ...
Thesis (Ph. D.)--Massachusetts Institute of Technology, Dept. of Mathematics, 1994.Includes bibliogr...
Let G=H be a semisimple symmetric space, where G is a connected semisimple Lie group provided with a...
AbstractWe study the action of standard intertwining operators on H-fixed generalized vectors in the...
AbstractLet X=H/L be an irreducible real bounded symmetric domain realized as a real form in an Herm...
In a series of recent papers, we have introduced higher spin Dirac operators, which are far-reaching...
In this paper, we define twisted higher spin Dirac operators and explain how these invariant differe...
Let $G/K$ be a simply connected spin compact inner irreducible symmetric space, endowed with the met...
Date de rédaction: janvier 2004Soumis à publicationWe give a formula for the first eigenvalue of the...
The thesis contains a structure theory for semisimple symmetric spaces with applications to related ...
Abstract. Let G/H be a semisimple symmetric space. We consider a Dirac operator D on G/H twisted by ...
AbstractLet G/H be a semisimple symmetric space. We consider a Dirac operator D on G/H twisted by a ...
AbstractLet G be a real reductive Lie group and G/H a reductive homogeneous space. We consider Kosta...
Abstract. Let G be a real reductive Lie group and G/H a reductive homogeneous space. We consider Kos...
Coherent continuation π2 of a representation π1 of a semisimple Lie algebra arises by tens...
AbstractLet G be a reductive Lie group subject to some minor technical restrictions. The Plancherel ...
Thesis (Ph. D.)--Massachusetts Institute of Technology, Dept. of Mathematics, 1994.Includes bibliogr...
Let G=H be a semisimple symmetric space, where G is a connected semisimple Lie group provided with a...
AbstractWe study the action of standard intertwining operators on H-fixed generalized vectors in the...
AbstractLet X=H/L be an irreducible real bounded symmetric domain realized as a real form in an Herm...
In a series of recent papers, we have introduced higher spin Dirac operators, which are far-reaching...
In this paper, we define twisted higher spin Dirac operators and explain how these invariant differe...
Let $G/K$ be a simply connected spin compact inner irreducible symmetric space, endowed with the met...
Date de rédaction: janvier 2004Soumis à publicationWe give a formula for the first eigenvalue of the...
The thesis contains a structure theory for semisimple symmetric spaces with applications to related ...
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