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Stefan Kebekus (1970-)

Hochschullehrer

Name	Stefan Kebekus
Time	1970- (Date of birth and death)
Place	Freiburg im Breisgau (Wirkungsort) Deutschland
Academic degree	Prof. Dr.
Profession	Hochschullehrer (characteristic profession) Mathematiker
Further information	Lehrstuhlinhaber am Mathematischen Institut, Universtität Freiburg
Record type	Person
GND-Identifier	173015980
Record ID	173015980
Involved in show all Miyaoka–Yau inequalities and the topological characterization of certain klt varieties The stable and augmented locus, C-pairs, and positivity Categorical aspects of Campana orbifolds Projectively flat KLT varieties Harmonic metrics on Higgs sheaves and uniformization of varieties of general type Harmonic metrics on Higgs sheaves and uniformization of varieties of general type Cohomological descent for logarithmic differential forms in the log etale topology Cohomological descent for logarithmic differential forms in the log etale topology Hodge theoretic methods in the study of symplectic varieties The Harder-Narasimhan filtrations and rational contractions On the Poincaré Lemma for reflexive differential forms = Über das Poincaré-Lemma für reflexive Differentialformen Differential forms on singular spaces = Differentialformen auf singulären Räumen Families of canonically polarized manifolds over log Fano varieties = Familien kanonisch polarisierter Mannigfaltigkeiten über log Fano Varietäten Almost homogeneous projective 3-folds

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Katalog der Deutschen Nationalbibliothek

Stefan Kebekus (1970-)

Miyaoka–Yau inequalities and the topological characterization of certain klt varieties

The stable and augmented locus, C-pairs, and positivity

Categorical aspects of Campana orbifolds

Projectively flat KLT varieties

Harmonic metrics on Higgs sheaves and uniformization of varieties of general type

Harmonic metrics on Higgs sheaves and uniformization of varieties of general type

Cohomological descent for logarithmic differential forms in the log etale topology

Cohomological descent for logarithmic differential forms in the log etale topology

Hodge theoretic methods in the study of symplectic varieties

The Harder-Narasimhan filtrations and rational contractions

On the Poincaré Lemma for reflexive differential forms = Über das Poincaré-Lemma für reflexive Differentialformen

Differential forms on singular spaces = Differentialformen auf singulären Räumen

Families of canonically polarized manifolds over log Fano varieties = Familien kanonisch polarisierter Mannigfaltigkeiten über log Fano Varietäten

Almost homogeneous projective 3-folds