CORDIS Project
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This project explores the connections between algebraic K-theory, arithmetic, and topology, aiming to advance understanding in these fields. It focuses on explicit calculations and the development of new mathematical frameworks to solve existing conjectures.
Algebraic $K$-theory -- Arithmetic and Topology.
The goal of the proposed project is to use recent results in algebraic K-theory to further the connection between algebraic K-theory on the one hand, and arithmetic and topology on the other.
This will split the proposed project into two parts:
The one exhibiting connections to topology, more precisely the topology of manifolds and Poincaré duality spaces, and the other exhibiting connections to arithmetic geometry, more precisely gaining access a…
KOBENHAVNS UNIVERSITET
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