Pronk - Doubly Lax Colimits of Double Categories

Pronk - Doubly Lax Colimits of Double Categories

Dorette Pronk: Fibrations and doubly lax colimits of double categoriesSee more

Dorette Pronk: Fibrations and doubly lax colimits of double categories

Dorette Pronk - Double Categories TutorialSee more

Dorette Pronk - Double Categories Tutorial

Double categoriesSee more

Double categories

Dorette Pronk: "Doubly Lax Colimit of Double Categories with Applications"See more

Dorette Pronk: 'Doubly Lax Colimit of Double Categories with Applications'

David Jaz Myers: Double Categories of Open Dynamical SystemsSee more

David Jaz Myers: Double Categories of Open Dynamical Systems

Robert Paré: Some things about double categoriesSee more

Robert Paré: Some things about double categories

Maru Sarazola: Two model structures for double categoriesSee more

Maru Sarazola: Two model structures for double categories

Nonetheless one should learn the language of topos: Grothendieck... - Colin McLarty [2018]See more

Nonetheless one should learn the language of topos: Grothendieck... - Colin McLarty [2018]

What is Category Theory in mathematics? Johns Hopkins' Dr. Emily Riehl explainsSee more

What is Category Theory in mathematics? Johns Hopkins' Dr. Emily Riehl explains

Adjunctions 1See more

Adjunctions 1

String diagrams 1See more

String diagrams 1

Relating Topology and Geometry - 2 Minute Math with Jacob LurieSee more

Relating Topology and Geometry - 2 Minute Math with Jacob Lurie

Pullbacks and pushouts 1See more

Pullbacks and pushouts 1

ACT2022 - Day 3See more

ACT2022 - Day 3

Geoffrey Cruttwell "Categorical differential structures and their role in abstract machine learning"See more

Geoffrey Cruttwell 'Categorical differential structures and their role in abstract machine learning'

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