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Moira Chas explores the interplay between geometric and word lengths of curves on hyperbolic surfaces, discussing algorithms for their computation. The lecture details how computational experiments have led to counterexamples, new conjectures, and theorems concerning the Goldman Lie algebra and intersection structures.
Speaker at CUNY
Moira Chas is a Professor at CUNY, known for her work in geometry and topology, particularly on patterns created by curves on surfaces.