AbstractIn this paper, a rigorous construction of the S1-equivariant Dirac operator (i.e., Dirac–Ramond operator) on the space of (mean zero) loops in Rd is given and its equivariant L2-index computed. Essential use is made of infinite tensor product representations of the canonical anticommutation relations algebra
Date de rédaction: janvier 2004Soumis à publicationWe give a formula for the first eigenvalue of the...
In this paper we prove a formula for the analytic index of a basic Dirac-type operator on a Riemanni...
We consider Dirac operators on odd-dimensional compact spin manifolds which are twisted by a product...
AbstractIn this paper, a rigorous construction of the S1-equivariant Dirac operator (i.e., Dirac–Ram...
In this paper, a rigorous construction of the S^1 -equivariant Dirac operator (i.e., Dirac\u2013 Ra...
International audienceIn this paper, we give a geometric expression for the multiplicities of the eq...
Dedicated to Walter Thirring on his 60 th birthday Abstract. We use methods of constructive field th...
In this paper, we define twisted higher spin Dirac operators and explain how these invariant differe...
In his paper “S1 Actions and Elliptic Genera”, Taubes computes the index of the Dirac operator on a ...
Abstract. In this note an interpretation of Riemann’s zeta function is provided in terms of an R-equ...
AbstractAn expression is found for the L2-index of a Dirac operator coupled to a connection on a Un ...
We study Dirac operators acting on sections of a Clifford module ε over a Riemannian manifold Μ. We ...
6 pagesInternational audienceWe derive a cohomological formula for the analytic index of the Dirac-R...
In this paper we shall review the role of Dirac operators arising in Clifford analysis over some exa...
AbstractGiven a commuting d-tuple T=(T1, …, Td) of otherwise arbitrary operators on a Hilbert space,...
Date de rédaction: janvier 2004Soumis à publicationWe give a formula for the first eigenvalue of the...
In this paper we prove a formula for the analytic index of a basic Dirac-type operator on a Riemanni...
We consider Dirac operators on odd-dimensional compact spin manifolds which are twisted by a product...
AbstractIn this paper, a rigorous construction of the S1-equivariant Dirac operator (i.e., Dirac–Ram...
In this paper, a rigorous construction of the S^1 -equivariant Dirac operator (i.e., Dirac\u2013 Ra...
International audienceIn this paper, we give a geometric expression for the multiplicities of the eq...
Dedicated to Walter Thirring on his 60 th birthday Abstract. We use methods of constructive field th...
In this paper, we define twisted higher spin Dirac operators and explain how these invariant differe...
In his paper “S1 Actions and Elliptic Genera”, Taubes computes the index of the Dirac operator on a ...
Abstract. In this note an interpretation of Riemann’s zeta function is provided in terms of an R-equ...
AbstractAn expression is found for the L2-index of a Dirac operator coupled to a connection on a Un ...
We study Dirac operators acting on sections of a Clifford module ε over a Riemannian manifold Μ. We ...
6 pagesInternational audienceWe derive a cohomological formula for the analytic index of the Dirac-R...
In this paper we shall review the role of Dirac operators arising in Clifford analysis over some exa...
AbstractGiven a commuting d-tuple T=(T1, …, Td) of otherwise arbitrary operators on a Hilbert space,...
Date de rédaction: janvier 2004Soumis à publicationWe give a formula for the first eigenvalue of the...
In this paper we prove a formula for the analytic index of a basic Dirac-type operator on a Riemanni...
We consider Dirac operators on odd-dimensional compact spin manifolds which are twisted by a product...
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