معرفی
Jack Kelly is an Affiliate Researcher at the Mathematical Institute of the University of Oxford. His research focuses on advanced topics in algebraic geometry, homological algebra, and category theory, particularly in derived geometry and noncommutative structures. He contributes to foundational work in derived analytic geometry and bornological spaces.
Recent work includes studies on localising invariants in derived bornological geometry (2025), model structures for exact categories (2024), and analytic extensions of classical homological theorems. His research group affiliations include Algebra and related interdisciplinary fields.
No scientific awards or student advisees are explicitly listed in the provided materials. His work engages with both pure and applied aspects of modern algebraic structures, with applications to functional analysis and topological data analysis.
