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Polynomial Functors @ Topos (Thursday)
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00:00:00 Thorsten Altenkirch: Containers & Inductive Types
01:02:13 Kristina Sojakova: Initial Algebras in Homotopy Type Theory
02:01:19 Michael Batanin: Grothendieck Homotopy Theory and Polynomial Monads
03:00:43 Richard Garner: Polynomials in Categories with Pullbacks
01:02:13 Kristina Sojakova: Initial Algebras in Homotopy Type Theory
02:01:19 Michael Batanin: Grothendieck Homotopy Theory and Polynomial Monads
03:00:43 Richard Garner: Polynomials in Categories with Pullbacks
Polynomial Functors @ Topos (Thursday)
Polynomial Functors @ Topos (Tuesday)
Polynomial Functors @ Topos (Wednesday)
Polynomial Functors @ Topos (Monday)
Polynomial Functors @ Topos (Friday)
Polynomial Functors Course, Day 1: Introduction
2022 Workshop on Polynomial Functors: Day 1
Polynomial Functors Course, Day 3: Dynamics of polynomials I
Polynomial functors: Lecture 6/9
Polynomial Functors Course, Day 7: Polynomial comonoids are categories
Polynomial Functors Course, Day 9: Cofree polynomial comonoids
2022 Workshop on Polynomial Functors: Day 2
2022 Workshop on Polynomial Functors: Day 3
Polynomial functors: Lecture 3/9
Polynomial Functors Course, Day 4: Dynamics of polynomials II
Polynomial Functors Course, Day 5: Categorical properties of polynomials
Polynomial Functors Course, Day 13: Bimodules and further discussion
Polynomial functors: Lecture 8/9
Polynomial functors: Lecture 1/9
Polynomial Functors Course, Day 8: Categories and cofunctors
Polynomial Functors Course, Day 10: Products of polynomial comonoids
Polynomial Functors Course, Day 12: ...are parametric right adjoints
Polynomial functors: Lecture 5/9
CMPT898 Session 27 -- Polynomial Functors & Dynamic Modeling;Commentary on Topos Poly. Funct. Co...
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