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"A good stock of examples, as large as possible, is indispensable for a thorough understanding of any concept, and when I want to learn something new, I make it my first job to build one." – Paul Halmos

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About: Qiaochu Yuan

Website: http://math.berkeley.edu/~qchu/
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Posts by Qiaochu Yuan:

November 2, 2020 Meditation on the Sylow theorems II
November 1, 2020 Meditation on the Sylow theorems I
September 27, 2020 Compression and Kolmogorov complexity
February 7, 2018 Gradient descent
November 26, 2017 The representation theory of the additive group scheme
March 13, 2017 Singular value decomposition
May 31, 2016 Higher linear algebra
May 26, 2016 What’s a fire, and why does it – what’s the word – burn?
May 23, 2016 More on partition asymptotics
May 20, 2016 The man who knew partition asymptotics

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2-categories adjoint functors asymptotics Catalan numbers characteristic classes cobordism cohomology Coxeter groups diagrammatic algebra dualizable objects Dynkin diagrams elliptic curves enriched categories Euler characteristic finite fields fixed point theorems Fourier transforms genera generating functions group actions groupoids Hecke algebras Lawvere theories MaBloWriMo machine learning MathOverflow modular forms moments monads monoidal categories Nullstellensatz partition functions pedagogy philosophy of mathematics profinite groups q-analogues quantization quantum groups quaternions self-reference species theory symmetric functions ultrafilters universal properties walks on graphs Young tableaux zeta functions

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