[HoTT/UF 2021] Globular weak omega-categories as models of a type theory

[HoTT/UF 2021] Globular weak omega-categories as models of a type theory

[Intro to HoTT - OLD] Martin-Löf Type Theory: Judgments, Contexts, and TypesSee more

[Intro to HoTT - OLD] Martin-Löf Type Theory: Judgments, Contexts, and Types

Tom de Jong, Order theory and propositional resizing in HoTT/UFSee more

Tom de Jong, Order theory and propositional resizing in HoTT/UF

Noughts & Crosses: Cartesian Product [Intro to HoTT, No. 5, Part 1]See more

Noughts & Crosses: Cartesian Product [Intro to HoTT, No. 5, Part 1]

Thibaut Benjamin, CaTT, a type theory to describe weak ω-categoriesSee more

Thibaut Benjamin, CaTT, a type theory to describe weak ω-categories

Jamie Vicary, A type theory for strictly unital infinity-categoriesSee more

Jamie Vicary, A type theory for strictly unital infinity-categories

Yuki Maehara, A cubical model for weak ω-categoriesSee more

Yuki Maehara, A cubical model for weak ω-categories

What is...homotopy type theory?See more

What is...homotopy type theory?

Infinity categories with strict unitsSee more

Infinity categories with strict units

Higher Inductive Types in Cubical Computational Type TheorySee more

Higher Inductive Types in Cubical Computational Type Theory

Amélia Liao, Univalent Category TheorySee more

Amélia Liao, Univalent Category Theory

Burkin - Twisted arrow categories, operads and Segal conditionsSee more

Burkin - Twisted arrow categories, operads and Segal conditions

Kuen-Bang Hou (Favonia), Towards efficient cubical type theorySee more

Kuen-Bang Hou (Favonia), Towards efficient cubical type theory

Aurora Clark (5/26/21): Multiscale Many-body Correlations and Structure in Chemistry DataSee more

Aurora Clark (5/26/21): Multiscale Many-body Correlations and Structure in Chemistry Data

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