math.CT
Subcategories
Papers
2026-06-11
- paper A. Castillo-Ramirez · 2026 A categorical framework for cellular automata cs.FLmath.CTmath.DSnlin.CG
2026-04-053
- paper Bruno Gavranović · 2024 Position: Categorical Deep Learning is an Algebraic Theory of All Architectures cs.AIcs.LGmath.CTmath.RAstat.ML
- paper David Pym · 2024 Categorical Proof-Theoretic Semantics cs.LOmath.CTmath.LO
- paper Egbert Rijke · 2022 Introduction to Homotopy Type Theory math.CTmath.LO
2026-02-27
- paper Daniel Rosiak · 2020 Sheaf Theory through Examples (Abridged Version) math.CT
2026-01-10
- paper Mitchell Riley · 2024 A Type Theory with a Tiny Object cs.PLmath.CTmath.LO
2026-01-096
- paper David Pym · 2024 Categorical Proof-Theoretic Semantics cs.LOmath.CTmath.LO
- paper David Pym · 2024 Categorical Proof-Theoretic Semantics cs.LOmath.CTmath.LO
- paper Matthew Di Meglio · 2025 Hilbert $*$-categories: Where limits in analysis and category theory meet math.CTmath.FAmath.OA
- paper Tom Leinster · 2025 Basic Category Theory math.ATmath.CTmath.LO
- paper Fosco Loregian · 2021 Coend calculus math.CT
- paper Bruno Gavranović · 2024 Position: Categorical Deep Learning is an Algebraic Theory of All Architectures cs.AIcs.LGmath.CTmath.RAstat.ML
2025-12-13
- paper Benedikt Ahrens · 2022 Category Theory for Programming cs.PLmath.CT