Sanjeevi Krishnan

Sanjeevi Krishnan works in algebraic and directed topology, a branch of mathematics that studies shapes and spaces where movement or time has a preferred direction, using tools from category theory and homotopy theory (methods for classifying spaces that can be continuously deformed into each other). This work has applications to areas like pursuit-evasion problems, where mathematical structures help analyze search-and-track scenarios. Prospective students would be working on abstract, foundational mathematics connecting topology, algebra, and logic-based frameworks.

Publication output has been low and irregular over the last decade, with at most 1-2 papers per year and several years with none, averaging under one publication per year in the most recent five-year span.

Generated by claude-sonnet-5 from public bibliographic data · Jul 20, 2026