AbstractWe are interested in the spectral properties of Dirac operators on Riemannian manifolds with cuspidal ends. We derive estimates for the essential spectrum and get formulas for the index in the Fredholm case
AbstractThis is Part I of a work, in which we establish a formula for the Chern character of a famil...
AbstractDirac–Schrödinger systems play a central role when modeling Dirac bundles and Dirac–Schrödin...
AbstractAn expression is found for the L2-index of a Dirac operator coupled to a connection on a Un ...
AbstractWe are interested in the spectral properties of Dirac operators on Riemannian manifolds with...
We are interested in the spectral properties of Dirac operators on noncompact surfaces. Under the as...
International audienceWe study Fredholm properties and index formulas for Dirac operators over compl...
Abstract. We study Fredholm properties and index formulas for Dirac operators over complete Riemanni...
The manifolds investigated in this monograph are generalizations of (Mathematical Physics and Mathem...
In this thesis we study the Laplace operator Δ acting on p-forms, defined on an n dimensional manifo...
AbstractThe cobordism invariance of the index on closed manifolds is reproved using the calculus Ψc ...
The Inoue surfaces are certain non-Kaehler complex surfaces that have the structure of a $T^3$ bundl...
SIGLEAvailable from TIB Hannover: RR 1596(482) / FIZ - Fachinformationszzentrum Karlsruhe / TIB - Te...
In this thesis we study the Laplace operator Δ acting on p-forms, defined on an n dimensional manifo...
In this paper we prove a formula for the analytic index of a basic Dirac-type operator on a Riemanni...
Manifolds with fibered hyperbolic cuspmetrics include hyperbolic manifolds with cusps and locally sy...
AbstractThis is Part I of a work, in which we establish a formula for the Chern character of a famil...
AbstractDirac–Schrödinger systems play a central role when modeling Dirac bundles and Dirac–Schrödin...
AbstractAn expression is found for the L2-index of a Dirac operator coupled to a connection on a Un ...
AbstractWe are interested in the spectral properties of Dirac operators on Riemannian manifolds with...
We are interested in the spectral properties of Dirac operators on noncompact surfaces. Under the as...
International audienceWe study Fredholm properties and index formulas for Dirac operators over compl...
Abstract. We study Fredholm properties and index formulas for Dirac operators over complete Riemanni...
The manifolds investigated in this monograph are generalizations of (Mathematical Physics and Mathem...
In this thesis we study the Laplace operator Δ acting on p-forms, defined on an n dimensional manifo...
AbstractThe cobordism invariance of the index on closed manifolds is reproved using the calculus Ψc ...
The Inoue surfaces are certain non-Kaehler complex surfaces that have the structure of a $T^3$ bundl...
SIGLEAvailable from TIB Hannover: RR 1596(482) / FIZ - Fachinformationszzentrum Karlsruhe / TIB - Te...
In this thesis we study the Laplace operator Δ acting on p-forms, defined on an n dimensional manifo...
In this paper we prove a formula for the analytic index of a basic Dirac-type operator on a Riemanni...
Manifolds with fibered hyperbolic cuspmetrics include hyperbolic manifolds with cusps and locally sy...
AbstractThis is Part I of a work, in which we establish a formula for the Chern character of a famil...
AbstractDirac–Schrödinger systems play a central role when modeling Dirac bundles and Dirac–Schrödin...
AbstractAn expression is found for the L2-index of a Dirac operator coupled to a connection on a Un ...
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