CORDIS Project
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This research project seeks to unify various strands of topological quantum field theory (TQFT) through interdisciplinary approaches in mathematics and physics. It aims to explore geometric structures and their implications for TQFT, potentially advancing understanding in multiple scientific domains.
The predictive power of quantum field theory (QFT) is a perpetual driving force in geometry.
Examples include the invention of Frobenius manifolds, mixed twistor structures, primitive forms, and harmonic bundles, up to the discovery of the McKay correspondence, mirror symmetry, and Gromov-Witten invariants.
Still seemingly disparate, in fact these all are related to topological (T) QFT and thereby to the work by Cecotti, Vafa et al of more than 20 years ago.
The broad aim of the proposed resear…
ALBERT-LUDWIGS-UNIVERSITAET FREIBURG
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Germany, Augsburg
Type: University / higher education
Activity type: Higher or Secondary Education Establishments
SME: No
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