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Скачать клипы Invariant homotopy theory in the univalent foundations ↓

Invariant homotopy theory in the univalent foundations - Guillaume Brunerie

Invariant homotopy theory in the univalent foundations - Guillaume Brunerie

1.10 Homotopy invariance

1.10 Homotopy invariance

How I became seduced by univalent foundations

How I became seduced by univalent foundations

Homotopy and Univalence - Thorsten Altenkirch

Homotopy and Univalence - Thorsten Altenkirch

A survey of Univalent Foundations (by Eric Finster, November 13th, 2014)

A survey of Univalent Foundations (by Eric Finster, November 13th, 2014)

Homotopy Theory in Type Theory "Homotopy Group"-  Licata,  Brunerie,  Lumsdaine

Homotopy Theory in Type Theory "Homotopy Group"- Licata, Brunerie, Lumsdaine

Homotopy type theory: working invariantly in homotopy theory  -Guillaume Brunerie

Homotopy type theory: working invariantly in homotopy theory -Guillaume Brunerie

Dan Christensen, Sphere bundles and their invariants

Dan Christensen, Sphere bundles and their invariants

Vladimir Voevodsky Introduction to homotopy theory I

Vladimir Voevodsky Introduction to homotopy theory I

Univalent foundations and the equivalence principle - Benedikt Ahrens

Univalent foundations and the equivalence principle - Benedikt Ahrens

David Blanc: Higher order homotopy invariants

David Blanc: Higher order homotopy invariants

​Univalent Foundations and the Equivalence Principle by Benedikt Ahrens (INRIA Nantes, France)

​Univalent Foundations and the Equivalence Principle by Benedikt Ahrens (INRIA Nantes, France)

Global homotopy theory / Lecture 18: G-equivariant homotopy groups of symmetric products

Global homotopy theory / Lecture 18: G-equivariant homotopy groups of symmetric products

Univalent Foundations Seminar - Steve Awodey

Univalent Foundations Seminar - Steve Awodey

Computing with Univalence - Daniel Licata

Computing with Univalence - Daniel Licata

Voevodsky 2014 03 26

Voevodsky 2014 03 26

Global homotopy theory / Lecture 9: Equivariant homotopy groups of mO

Global homotopy theory / Lecture 9: Equivariant homotopy groups of mO

4th HLF – Lecture: Vladimir Voevodsky

4th HLF – Lecture: Vladimir Voevodsky

Intensionality, Invariance, and Univalence, Steve Awodey

Intensionality, Invariance, and Univalence, Steve Awodey

Global homotopy theory / Lecture 14: Left and right induced global homotopy types

Global homotopy theory / Lecture 14: Left and right induced global homotopy types

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