The Continuum Hypothesis as a Fundamental AxiomMathematics·Research Seminar·Formal Methods & Type Theory · Joel David Hamkins · University of OxfordJoel David HamkinsUniversity of Oxford—1:51:47
Set Theory and the Philosophy of Set TheoryMathematics·Standalone Lecture·Formal Methods & Type Theory · Joel David Hamkins · University of OxfordJoel David HamkinsUniversity of Oxford—1:36:50
Introduction and ProofsMathematics for Computer Science · Lec 1·Formal Methods & Type Theory · Tom Leighton · MITTom LeightonMIT—44:09
Univalent Foundations: New Foundations of MathematicsMathematics·Research Seminar·Formal Methods & Type Theory · Vladimir Voevodsky · Institute for Advanced StudyVladimir VoevodskyInstitute for Advanced Study—50:13
A Crash Course in Category TheoryMathematics·Conference Talk·Formal Methods & Type Theory · Bartosz Milewski · ScalaIO FRBartosz MilewskiFRScalaIO FR—1:15:14
Category Theory For Beginners: ProductsMathematics·Public Colloquium·Categories, Functors, Adjunctions & Topos Theory · Richard SouthwellRichard SouthwellRSRichard Southwell—55:57
Mathematical InductionMathematics for Computer Science · Lec 2·Combinatorics & Graph Theory · Tom Leighton · MITTom LeightonMIT—1:19:25
Harmonic Numbers Asymptotics15-750 · A Theorist's Toolkit · Lec 4·Combinatorics & Graph Theory · Ryan O'Donnell · Carnegie Mellon UniversityRyan O'DonnellCarnegie Mellon University—22:18
The Future of PhysicsFoundations of Complex Systems · Lec 18·Categories, Functors, Adjunctions & Topos Theory · John Baez · Santa Fe InstituteJohn BaezSanta Fe Institute—1:22:21
Strong InductionMathematics for Computer Science · Lec 3·Combinatorics & Graph Theory · Tom Leighton · MITTom LeightonMIT—1:22:00
Street Fighting Mathematics15-750 · A Theorist's Toolkit · Lec 2·Algorithms & Data Structures · Ryan O'Donnell · Carnegie Mellon UniversityRyan O'DonnellCarnegie Mellon University—26:10