At a Glance: ERRATA [00:47:47] I should have typed the "mapsto" (barred) arrow (↦) instead of the "to" ... ERRATA [00:16:05] Forget what I actually said about Props in this moment; I meant to say ...

Type Theoretic Mathematics 17 Type Theory -

ERRATA [00:47:47] I should have typed the "mapsto" (barred) arrow (↦) instead of the "to" ... ERRATA [00:16:05] Forget what I actually said about Props in this moment; I meant to say ... ERRATA: When quickly mentioning the Brouwer–Hilbert controversy I referred to Brouwer ...

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  • ERRATA [00:47:47] I should have typed the "mapsto" (barred) arrow (↦) instead of the "to" ...
  • ERRATA [00:16:05] Forget what I actually said about Props in this moment; I meant to say ...
  • ERRATA: When quickly mentioning the Brouwer–Hilbert controversy I referred to Brouwer ...
  • Short Talks by Postdoctoral Members Anders Mörtberg - September 28, 2015 ...

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Type-theoretic mathematics: (17) Type theory

Type-theoretic mathematics: (17) Type theory

ERRATA [00:16:05] Forget what I actually said about Props in this moment; I meant to say ...

Type-theoretic mathematics: (18) Lean

Type-theoretic mathematics: (18) Lean

ERRATA [00:47:47] I should have typed the "mapsto" (barred) arrow (↦) instead of the "to" ...

Type theory and the algebra of types

Type theory and the algebra of types

Read more details and related context about Type theory and the algebra of types.

Type-theoretic mathematics: (7) Intro

Type-theoretic mathematics: (7) Intro

Last 15' of the class are missing from this video. In case you missed this, be glad you did; ...

Type theory and formalization of mathematics - Anders Mörtberg

Type theory and formalization of mathematics - Anders Mörtberg

Short Talks by Postdoctoral Members Anders Mörtberg - September 28, 2015 ...

#17 Homotopy Type Theory Explained: Fibrations, Transport

#17 Homotopy Type Theory Explained: Fibrations, Transport

Read more details and related context about #17 Homotopy Type Theory Explained: Fibrations, Transport.

#1 Homotopy Type Theory Explained: A New Foundation for Mathematics

#1 Homotopy Type Theory Explained: A New Foundation for Mathematics

Read more details and related context about #1 Homotopy Type Theory Explained: A New Foundation for Mathematics.

Type-theoretic mathematics: (1) Intro

Type-theoretic mathematics: (1) Intro

ERRATA: When quickly mentioning the Brouwer–Hilbert controversy I referred to Brouwer ...

MathZero, The Classification Problem, and Set-Theoretic Type Theory - David McAllester

MathZero, The Classification Problem, and Set-Theoretic Type Theory - David McAllester

Read more details and related context about MathZero, The Classification Problem, and Set-Theoretic Type Theory - David McAllester.

HoTT Lecture 9: Function Extensionality -- HoTTEST Summer School 2022

HoTT Lecture 9: Function Extensionality -- HoTTEST Summer School 2022

HoTT Lecture 9: Function Extensionality Emily Riehl Worksheet: ...