CORDIS Project
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This project explores advanced mathematical concepts in algebra, topology, and geometry to address key issues in homological stability and the behavior of geodesics on manifolds. It aims to provide new insights into the structure of Riemann surfaces and develop innovative methods in geometric topology.
This proposal lies at the intersection of algebra, topology, and geometry, with the scientific goal of answering central questions about homological stability, geodesics on manifolds, and the moduli space of Riemann surfaces.
Homological stability is a subject that has seen spectacular progress in recent years, and recent work of the PI has opened up new perspectives on this field, through, among other things, associating a canonical family of spaces to any stability problem.
The first two goals…
KOBENHAVNS UNIVERSITET
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