V
主页
Thierry Coquand - Computational Interpretation of Topos Theory
发布人
转自https://www.youtube.com/watch?v=bF8gcIOKcqw
打开封面
下载高清视频
观看高清视频
视频下载器
Thierry Coquand, A survey of constructive models of univalence
Thierry Coquand: "Sheaf Cohomology in Univalent Type Theory"
Carlo Angiuli, Computational semantics of Cartesian cubical type theory
Thierry Coquand, Sheaf models and constructive mathematics
Jacques Carette What I learned from formalizing Category Theory in Agda
Computational Type Theory - Robert Harper - OPLSS 2018
Thierry COQUAND - Logic and topology
∞-category theory for undergraduates
Favonia- Cartesian cubical type theory
张寿武 - L-functions
Jon Sterling:redtt and the future of Cartesian cubical type theory
How to express a theory in Dedukti - Gilles Dowek
Synthetic mathematics with an excursion into computability theory
Cubical Synthetic Homotopy Theory
Raphaël Rouquier - Geometric representation theory as representation-theoretic g
Kuen-Bang Hou (Favonia), Towards efficient cubical type theory
Simon Huber, Homotopy canonicity for cubical type theory
Jon Sterling- How to code your own type theory
Anders Mörtberg - Unifying Cubical Models of Homotopy Type Theory
Amélia Liao- Univalent Category Theory
Modular Forms and Representation Theory - Ken Ono - 2016
Mitya Boyarchenko Deligne-Lusztig Theory and the Local Langlands Correspondence
Andrew Pitts - Models of Univalence in Toposes
On the crossroads of enumerative geometry and representation theory – Andrei Oko
Bas Spitters - Homotopy type theory, synthetic topology and probabilistic progra
Algorithmic invariant theory - Visu Makam
Introduction to Deligne-Lusztig Theory
CS250B Lecture 11 Bluespec Topics
Categorical actions in geometry and representation theory - Clemens Koppensteine
What is Category Theory in mathematics? Johns Hopkins' Dr. Emily Riehl explains
Geordie Williamson (Univ. of Sydney) _ Representation theory and geometry
CSCI 8980 Higher-Dimensional Type Theory, 2020 Spring
Lawrence Paulson Formalising Contemporary Mathematics in Simple Type Theory
Type theory and formalization of mathematics - Anders Mörtberg
数学:数与形的结合以及它能给予我们什么 - 求是科技基金会
Martin Escardó, Constructive mathematics in univalent type theory
Anders Mörtberg: Cubical Agda
Andrea Vezzosi, Cubical Agda and its extensions
A gentle introduction to group representation theory -Peter Buergisser
Gerhard Hiss Representation theory for groups of Lie type