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Seiler, Jörg - Institut für Angewandte Mathematik, Fakultät für Mathematik und Physik, Leibniz Universität Hannover
The cone algebra and a kernel characterization of Green operators
Differential Operators on Conic Manifolds: Maximal Regularity and Parabolic Equations
Bounded H-calculus for Pseudodifferential Operators and Applications to the Dirichlet-Neumann Operator for C1+r
Mannigfaltigkeiten und Lie-Gruppen (3+0)-stundige Vorlesung im Wintersemester 2004/2005
MELLIN AND GREEN PSEUDODIFFERENTIAL OPERATORS ASSOCIATED WITH NON-COMPACT EDGES
Bounded Imaginary Powers of Differential Operators on Manifolds with Conical
Ellipticity and Invertibilty in the Cone Algebra on Lp-Sobolev spaces E. Schrohe and J. Seiler
Evolutionsgleichungen (4+2)-stundige Vorlesung im Sommersemester 2008
Institut fur Angewandte Mathematik IfAM Preprint Nr. 86
Bounded H-Calculus for Differential Operators on Conic Manifolds with Boundary
UNIQUENESS OF THE KONTSEVICH-VISHIK TRACE L. MANICCIA, E. SCHROHE, AND J. SEILER
Realizations of Differential Operators on Conic Manifolds with Boundary
Complex Powers of Classical SG-pseudodifferential Operators L. Maniccia, E. Schrohe, and J. Seiler
Edge Operators with Conditions of Toeplitz Type B.W. Schulze and J. Seiler
The Resolvent of Closed Extensions of Cone Differential Operators E. Schrohe and J. Seiler
The edge algebra structure of boundary value problems B.-W. Schulze and J. Seiler
Cone pseudodifferential operators in the edge symbolic B.-W. Schulze J. Seiler
Math. Nachr. (1998), Continuity of Edge and Corner Pseudodifferential Operators
Pseudodifferential analysis on manifolds with boundary a comparison of b-calculus and cone algebra
An Analytical Index Formula for Pseudo-Differential Operators on Wedges
Aus der Max-Planck-Arbeitsgruppe "Partielle Differentialgleichungen und Komplexe Analysis" an der Universitat Potsdam
Evolutionsgleichungen (4+2)-stundige Vorlesung im Sommersemester 2008
Evolutionsgleichungen (4+2)-stundige Vorlesung im Sommersemester 2008
Evolutionsgleichungen (4+2)-stundige Vorlesung im Sommersemester 2008
Mathematik III fur Elektroingenieure (2+1)-stundige Vorlesung im Wintersemester 2006/2007
Mathematik III fur Elektroingenieure (2+1)-stundige Vorlesung im Wintersemester 2006/2007
Holomorphic operatorvalued symbols for edgedegenerate pseudodifferential operators
Boundary value problems with global projection conditions B.W. Schulze1
Operators with Singular Trace Conditions on a Manifold with Edges
