CORDIS Project
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This project explores the relationship between random conformal geometry and Teichmüller theory by applying probabilistic methods and advanced mathematical techniques. It aims to deepen the understanding of complex structures on surfaces and their connections to statistical mechanics, potentially leading to significant…
Random conformal geometry deals with the analysis of conformally invariant systems using probabilistic methods.
Random geometric objects, such as the random fractal SLE curves, arise from statistical mechanics models and are of central interest in modern probability theory and mathematical physics.
Teichmüller theory as originally introduced studies complex structures on a surface.
Teichmüller spaces carry a rich geometric structure and have been an important research topic since the mid-twentie…
INSTITUT DES HAUTES ETUDES SCIENTIFIQUES
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