CORDIS Project
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This project explores analytical methods to solve geometric challenges in hyperbolic geometry and representation theory. It focuses on understanding hyperbolic ends and flat conformal structures, utilizing new curvature concepts to investigate their geometric properties and relationships within moduli spaces.
This project studies the application of analytical tools to the resolution of geometric problems.
The geometric problems proposed to be studied arise from hyperbolic geometry and representation theory.
More precisely, it is proposed to investigate hyperbolic ends and flat conformal structures (FCSs).
The former constitute an important part of the study of hyperbolic manifolds in general, since they arise when the Nielsen Kernel (which is bounded) is removed from a (convex, co-compact) hyperbolic…
Consorci Centre de Recerca Matematica
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