CORDIS Project
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This project explores advanced mathematical tools to analyze and compare module categories in representation theory and geometry. It aims to unify different approaches to derived module categories, enhancing understanding of their structures and relationships.
Tilting theory is a set of tools and techniques used to compare and relate module categories.
The development of the subject has shown wide and deep applications to representation theory, geometry and mathematical physics.
The homological and combinatorial nature of these applications has led to a growing number of new approaches in the area.
This project brings together some of these approaches in the setting of derived module categories.
We propose to unify and reconcile views on the bounded a…
UNIVERSITA DEGLI STUDI DI VERONA
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