CORDIS Project
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This project investigates the analytic properties of higher rank groups and their L-functions, focusing on applications in number theory and theoretical physics. It aims to develop new techniques inspired by ergodic theory to advance the understanding of automorphic forms and tackle unresolved analytic problems.
Automorphic forms are an important subject in number theory and have many arithmetic applications.
Some crucial results in the theory of (classical) automorphic forms include results on subconvexity, converse theorems and zeros of L-functions, to name only a few.
However, so far the theory of higher rank groups is not as developed as the theory of (classical) automorphic forms and in the last years interest in higher rank groups and their application has increased.
This can be seen from the numb…
EIDGENOESSISCHE TECHNISCHE HOCHSCHULE ZUERICH
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