Mathematical mysteries: Follow the clues: Dr Kevin Coulembier

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Kevin Coulembier - Symmetric tensor categories of moderate growth - IPAM at UCLA

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Kevin Coulembier - Structure theory for tensor categories

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Kevin Coulembier: Frobenius exact tensor categories

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Quantitative Unique Continuation for the Real-valued Solutions to Second Order....by Kévin Le Balc'h

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Ravi Vakil: Algebraic geometry and the ongoing unification of mathematics

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The Future of Mathematics?

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Categories for AI 3: Categorical Dataflow: Optics and Lenses as data structures for backpropagation

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Alexandra Utiralova - Representations of general linear groups in the Verlinde category

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Category Theory For Beginners: Cooking, Monoidal Categories and Programming

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Ghost Train - Eric Whitacre door Dynamic Symphonic Band.

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Pavel Etingof | Quantum Groups

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Galaconcert VLOH 2017 door K Stadsfanfaren Izegem

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We know that God exists because math is consistent and we know... - Kojman

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How Will We Learn Maths in the Future?

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Pavel Etingof: Symmetric tensor categories of moderate growth and modular representation theory

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Bregje Pauwels - Tannakian formalism for stacks - IPAM at UCLA

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Formalising algebraic geometry, lecture 1/4

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Kevin Pilgrim: Conformal surface embeddings and extremal length

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Resilience (Klaas Coulembier) by Royal WindBand Schelle

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Fabio Calderon - Representations of (weak) Hopf algebras from a categorical point of view • CaCS22

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The Future of Mathematics? Professor Kevin Buzzard - 30 May 2019

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Math – Kevin Hare

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