Greg Stevenson

Greg Stevenson is an Associate Professor in the Department of Mathematics at Aarhus University. His research focuses on abstract algebraic structures and their interplay with topology and geometry.

Research Interests: Stevenson's work lies at the intersection of Representation theory, Homotopy theory, and Algebraic geometry. He investigates categorical structures such as triangulated categories, compactly generated categories, and homological invariants of singularities. His recent papers explore topics like Rouquier dimension, differential graded algebras, and geometric realizations of abstract algebraic constructions.

Publications Trends: Stevenson's publications (2023) and earlier works emphasize advanced algebraic frameworks including Triangulated Categories, Homotopy Theory, and Noncommutative Geometry. Key themes include:

• Categorical approximations and geometric realizations
• Homological dimensions and singularity invariants
• Combinatorics of graded algebras
• Differential graded structures