معرفی
Matt Hogancamp is an Assistant Professor in the Department of Mathematics at Northeastern University. His research focuses on advanced areas of topology and algebra, particularly knot homology theories, categorification, and geometric representation theory. He is affiliated with Northeastern University's Mathematics department and maintains an office in Lake Hall. His work bridges algebraic structures like Soergel bimodules with topological invariants such as Khovanov-Rozansky homology.
Research Interests:
- Knot Homology & Link Invariants
- Categorification of Quantum Groups
- Soergel Bimodules & Representation Theory
- Low-Dimensional Topology
- Algebraic Structures in Topology
Recent Work Trends: His publications emphasize categorification techniques applied to knot theory and representation theory, with notable contributions to sl2 homology, Khovanov-Rozansky theories, and geometric constructions involving Hilbert schemes and Fukaya categories. The 2024-2025 papers highlight advancements in colored homology, annular invariants, and deformation techniques.
No scientific awards are listed in the provided materials. His advising record and grant details are not specified in the current data. He is associated with research groups and projects exploring topological quantum field theories and diagrammatic algebra.
