Viktoriya Ozornova: Equivalences in higher categories
Viktoriya Ozornova - Exploring (∞, n)-categories through n-complicial sets – Part 2See more
Emily Riehl on Topology, Categories, and the Future of MathematicsSee more
Intro to Category TheorySee more
Viktoriya Ozornova Research Summary 2020See more
Dominic Verity: "Zen and the art of ∞-categories"See more
Higher Algebra 1: ∞-CategoriesSee more
Higher Algebra 9: Symmetric monoidal infinity categoriesSee more
∞-Category Theory for UndergraduatesSee more
Martina Rovelli - Exploring (∞, n)-categories through n-complicial sets – Part 1See more
Assistant Professor Martina Rovelli Dept of Maths and Stats Colloquium series 31 March 2021See more
Hans Schoutens: the model theory of categoriesSee more
Algebraic Topology 19: Category TheorySee more
Introduction to infinity-category theory - David GepnerSee more
Infinity-category 01: Simplicial categories, quasi-categories - Heyi ZhuSee more
proshtalnya na viktoriya 2022See more
Maru Sarazola: Two model structures for double categoriesSee more
Martina Rovelli, Towards an explicit comparison between globular & simplicial models of (∞,2)-catsSee more
Ben Antieau: Negative and homotopy K-theoretic extensions of the theorem of the heartSee more
Model Structures for ∞-Groupoids and ∞-Categories on Cubical SetsSee more
