Andrew Swan, Choice, collection and covering in cubical sets

Andrew Swan, Choice, collection and covering in cubical sets

Andrew Swan, Why cubical sets are different to simplicial setsSee more

Andrew Swan, Why cubical sets are different to simplicial sets

Growing up Pentecostal... #shortSee more

Growing up Pentecostal... #short

Towards an enveloping infinity topos for the effective topos - Andrew SwanSee more

Towards an enveloping infinity topos for the effective topos - Andrew Swan

Andrew Swan, Double negation stable h-propositions in cubical setsSee more

Andrew Swan, Double negation stable h-propositions in cubical sets

Anders Mörtberg, Unifying cubical models of homotopy type theorySee more

Anders Mörtberg, Unifying cubical models of homotopy type theory

Introduction to Cubical SetsSee more

Introduction to Cubical Sets

Real Time Event Processing and Decision MakingSee more

Real Time Event Processing and Decision Making

Andrew Pitts, Axiomatizing cubical sets models of univalent foundationsSee more

Andrew Pitts, Axiomatizing cubical sets models of univalent foundations

Discrete Homotopy Theory and Cubical SetsSee more

Discrete Homotopy Theory and Cubical Sets

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PhD Pure Mathematics

What is Abstract Algebra? (Modern Algebra)See more

What is Abstract Algebra? (Modern Algebra)

Chris Kapulkin: "Cubical setting for Discrete Homotopy Theory"See more

Chris Kapulkin: 'Cubical setting for Discrete Homotopy Theory'

Group theory 101: How to play a Rubik’s Cube like a piano - Michael StaffSee more

Group theory 101: How to play a Rubik’s Cube like a piano - Michael Staff

Evan Cavallo, Why some cubical models don't present spacesSee more

Evan Cavallo, Why some cubical models don't present spaces

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

Yuki Maehara, A cubical model for weak ω-categories

Simon Huber, Homotopy canonicity for cubical type theorySee more

Simon Huber, Homotopy canonicity for cubical type theory

Higher Inductive Types in Cubical Computational Type TheorySee more

Higher Inductive Types in Cubical Computational Type Theory

LHC ComputingSee more

LHC Computing

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