CORDIS Project
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This project explores non-commutative algebraic geometry and its connections to symplectic geometry and algebraic topology. It aims to establish a deformation framework for non-commutative spaces, enhancing understanding and resolving issues in derived-affine space theory.
Our research programme addresses several interesting current issues in non-commutative algebraic geometry, and important links with symplectic geometry and algebraic topology.
Non-commutative algebraic geometry is concerned with the study of algebraic objects in geometric ways.
One of the basic philosophies is that, in analogy with (derived) categories of (quasi-)coherent sheaves over schemes and (derived) module categories, non-commutative spaces can be represented by suitable abelian or triang…
UNIVERSITEIT ANTWERPEN
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