معرفی
Travis Schedler is a Professor of Mathematics at Imperial College London's Department of Mathematics within the Faculty of Natural Sciences. His research focuses on algebraic and geometric structures in mathematical physics, including symplectic resolutions, Poisson varieties, and representation theory. He has developed novel homology theories such as Poisson-de Rham homology and introduced nondegeneracy conditions like 'holonomicity.'
Education history is not explicitly detailed in the text, but his academic career includes a five-year fellowship (2008–2013) from the American Institute of Mathematics and NSF funding. He teaches advanced modules such as Representation Theory and Algebraic Geometry, offering both handwritten lecture notes and typed materials. In Spring 2019, he delivered a TCC course on Symplectic Resolutions and Singularities, with comprehensive lecture notes and problem sheets.
His research spans Hochschild (co)homology, log symplectic manifolds, preprojective algebras, and A-infinity/L-infinity algebras. He actively contributes to academic discourse through lectures like his talk on Toric Poisson Structures at the 2020 Fields Institute event.
Awards include his AIM fellowship and NSF grants. Teaching materials include problem sheets and Slack-based course forums. His work bridges algebraic geometry with mathematical physics, emphasizing structural analysis of geometric and algebraic objects.
