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- Jan Slovak (University Brno): Inclusions of parabolic geometries on a manifold
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- Minimalflachen und holomorphe Funktionen
- Bernd Ammann (University Nancy): Harmonische Spinoren
- ESI Erwin Schrdinger International Institute for Mathematical Physics Vienna, Austria
- Prof. Helga Baum Institut fur Mathematik
- Prufungsschwerpunkte zur Vorlesung Analysis IIIb 1.Teil: Einfuhrung in die Ma-und Integrationstheorie
- 26. Februar 2007 Flacheninhaltsbestimmung mit Planimetern
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- Strictly pseudoconvex spin manifolds, Fefferman spaces and Lorentzian twistor spinors
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- Prof. Helga Baum Institut fur Mathematik
- www.ems-ph.org ESI Lectures in Mathematics and Physics
- Thomas Neukirchner 26. November 2007
- Annals of Global Analysis and Geometry 14: 315--371, 1996. fl 1996 Kluwer Academic Publishers. Printed in the Netherlands.
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- Einf uhrung in die Theorie der gew ohnlichen
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- Einfuhrung in die Ma-und Integrationstheorie
- Pr ufungsschwerpunkte zur Vorlesung Analysis IV 2.Teil: Analysis auf Untermannigfaltigkeiten
- Eigenvalues of the Dirac Operator, Twistors and Killing Spinors on Riemannian Manifolds
- CONFORMAL KILLING SPINORS AND THE HOLONOMY PROBLEM IN LORENTZIAN GEOMETRY
- Der Satz von Stokes und das aueres Differential in ihrer geschichtlichen Entwicklung
- 1 Differentialoperatoren 1.Ordnung auf Vektorfel-dern und Formen
- The twistor equation in Lorentzian spin geometry Helga Baum and Felipe Leitner
- TWISTOR AND KILLING SPINORS IN LORENTZIAN GEOMETRY
- Parallel spinors and holonomy groups on pseudo-Riemannian spin manifolds
- Doubly Extended Lie Groups -Curvature, Holonomy and Parallel Spinors
- Unspeci ed Book Proceedings Series The geometric structure of Lorentzian manifolds with
- The Dirac operator on Lorentzian spin manifolds and the Huygens property
- Eigenvalue estimates for Dirac operators coupled to September, 1993
- Prof. Helga Baum Institut fur Mathematik
- A remark on the spectrum of the Dirac operator on pseudo--Riemannian spin manifolds
- arXiv:0704.3725v1[math.DG]27Apr2007 Codazzi spinors and globally hyperbolic manifolds with
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- Parallel spinors and holonomy groups on pseudoRiemannian spin manifolds
- Parallel spinors and holonomy groups on pseudoRiemannian spin manifolds
- Prof. Helga Baum Institut fur Mathematik
- A remark on the spectrum of the Dirac operator on pseudo-Riemannian spin manifolds
- The Zeta-Invariant of Dirac Operators Coupled to Instantons
- Special Geometric Structures in String Theory Bonn, 8th-11th September, 2001
- Annals of Global Analysis and Geometry 14: 315-371, 1996. 315 cO1996 Kluwer Academic Publishers. Printed in the Netherlands.
- Unspecified Book Proceedings Series The geometric structure of Lorentzian manifolds with
- Eigenvalue estimates for Dirac operators coupled to instantons
- Strictly pseudoconvex spin manifolds, Fefferman spaces and Lorentzian twistor spinors
- Pr"ufungsschwerpunkte zur Vorlesung Analysis IV 2.Teil: Analysis auf Untermannigfaltigkeiten
- The Dirac operator on Lorentzian spin manifolds and the Huygens property
- Eigenvalues of the Dirac Operator, Twistors and Killing Spinors on Riemannian Manifolds
- Lorentzian twistor spinors and CR-geometry Humboldt University, Department of Mathematics, Sitz: Ziegelstrasse 13a, 10099 *
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- Prof. Helga Baum Institut fur Mathematik
- Prof. Helga Baum Institut fur Mathematik
- Raum bungsleiter 3.006 Schemel