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String-Geometrie: höhere differentialgeometrische Methoden zur Untersuchung von klassischen, differential-geometrischen und
topologischen Aspekten von String-Mannigfaltigkeiten
Applicant Thomas Nikolaus
Subject Area Mathematics
DFG Programme Scientific Networks Term 2012 to 2015
Stringtheorie, insbesondere supersymmetrische Sigmamodelle, hat zu neuen mathematischen Strukturen und neuen Verbindungen
zwischen mathematischen Disziplinen ...
Project Heads Joachim Cuntz , Christopher Deninger , Thomas Nikolaus
Subject Area Mathematics
Subproject of SFB 878
DFG Programme Collaborative Research Centres Term 2014 to 2019
Cohomology theories pervade large parts of algebraic and arithmetic geometry. In this project we will develop and study cohomology
theories, especially in ...
Project Heads Ulrich Bunke , Thomas Nikolaus
Subject Area Mathematics
Subproject of SFB 1085
DFG Programme Collaborative Research Centres Term 2014 to 2017
Ziel dieses Projektes ist das Studium der globalen topologischen und geometrischen Eigenschaften von T-Faltigkeiten. Diese
Verallgemeinerung von ...
Project Head Thomas Nikolaus
Subject Area Mathematics
Subproject of SFB 1442
DFG Programme Collaborative Research Centres Term Since 2020
The general goal of the project is to study the homological algebra of stable infinity-categories and Poincaré infinity-categories.
This is done through the ...
Project Heads Christopher Deninger , Thomas Nikolaus
Subject Area Mathematics
Subproject of SFB 1442
DFG Programme Collaborative Research Centres Term Since 2020
The goal of this project is to study cohomology theories for schemes in order to attack important open problems in arithmetic.
Among these theories are ...
Spokespersons Thomas Nikolaus , Mario Ohlberger
Review Board Mathematics
DFG Programme Clusters of Excellence (ExStra) Term Since 2019
Mathematics Münster advances cutting-edge research by implementing integrated approaches to solve fundamental problems across
various mathematical disciplines.
