David Spivak: Where Poly's structure comes from

Polynomial functors and Shannon entropy - David SpivakSee more

Polynomial functors and Shannon entropy - David Spivak

David Spivak - Sense-making: accounting for intelligibility - IPAM at UCLASee more

David Spivak - Sense-making: accounting for intelligibility - IPAM at UCLA

Berkeley Seminar: David Spivak, A tour of EM(Cat#) (5/20/2024)See more

Berkeley Seminar: David Spivak, A tour of EM(Cat#) (5/20/2024)

David Spivak: Where Poly's structure comes fromSee more

David Spivak: Where Poly's structure comes from

David Spivak: "Poly: a category of remarkable abundance"See more

David Spivak: 'Poly: a category of remarkable abundance'

David Spivak: Poly: An abundant categorical setting for mode-dependent dynamicsSee more

David Spivak: Poly: An abundant categorical setting for mode-dependent dynamics

David Spivak: Mode-dependent dynamical systems and polynomial functorsSee more

David Spivak: Mode-dependent dynamical systems and polynomial functors

ACT 2020 Tutorial: Introduction to Applied Category Theory (David Spivak)See more

ACT 2020 Tutorial: Introduction to Applied Category Theory (David Spivak)

ACT2018: David Spivak — A higher-order temporal logic for dynamical systemsSee more

ACT2018: David Spivak — A higher-order temporal logic for dynamical systems

Cats4AI talk: Dynamic organizational systems: from deep learning to prediction markets, David SpivakSee more

Cats4AI talk: Dynamic organizational systems: from deep learning to prediction markets, David Spivak

David Spivak: The free monad, cofree comonad, and topological space associated to a polynomialSee more

David Spivak: The free monad, cofree comonad, and topological space associated to a polynomial

David Spivak: "Categorical interaction in the polynomial ecosystem"See more

David Spivak: 'Categorical interaction in the polynomial ecosystem'

David Spivak: "Categories = polynomial comonads", a simple demonstrationSee more

David Spivak: 'Categories = polynomial comonads', a simple demonstration

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