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Introduction to works of Takuro Mochizuki - Pierre Deligne

Introduction to works of Takuro Mochizuki - Pierre Deligne

Takuro Mochizuki: 2022 Breakthrough Prize in Mathematics

Takuro Mochizuki: 2022 Breakthrough Prize in Mathematics

ICM2014 VideoSeries PL17: Takuro Mochizuki on Aug20Wed

ICM2014 VideoSeries PL17: Takuro Mochizuki on Aug20Wed

Wild harmonic bundles and related topics I - Takuro Mochizuki

Wild harmonic bundles and related topics I - Takuro Mochizuki

Takuro Mochizuki -- Periodic monopoles and difference modules

Takuro Mochizuki -- Periodic monopoles and difference modules

Wild harmonic bundles and related topics I - Takuro Mochizuki

Wild harmonic bundles and related topics I - Takuro Mochizuki

Decomposition theorem for semisimple algebraic holonomic D-modules - Takuro Mochizuki

Decomposition theorem for semisimple algebraic holonomic D-modules - Takuro Mochizuki

IUT overview: What papers are involved? Where does it start?

IUT overview: What papers are involved? Where does it start?

Asymptotic behaviour of certain families of harmonic bundles on Riemann surfaces - Takuro Mochizuki

Asymptotic behaviour of certain families of harmonic bundles on Riemann surfaces - Takuro Mochizuki

Takuro Mochizuki - Non-abelian Hodge Theory for Monopoles with Periodicity

Takuro Mochizuki - Non-abelian Hodge Theory for Monopoles with Periodicity

シーケンス you

シーケンス you

Shinichi Mochizuki

Shinichi Mochizuki

Mochizuki

Mochizuki

Mochizuki presentation

Mochizuki presentation

Geometry of Frobenioids - part 1 -"Etale-like" and "Frobenius-like Categories"

Geometry of Frobenioids - part 1 -"Etale-like" and "Frobenius-like Categories"

Animation explaining "theatres" from Mochizuki's work.

Animation explaining "theatres" from Mochizuki's work.

Charles Hoskinson on What are your thoughts on Shinichi Mochizuki purported proof of ABC conjecture

Charles Hoskinson on What are your thoughts on Shinichi Mochizuki purported proof of ABC conjecture

An introduction to higher Teichmuller Theory - D. Canary

An introduction to higher Teichmuller Theory - D. Canary

NCNGT 2022 – An introduction to Teichmüller theory

NCNGT 2022 – An introduction to Teichmüller theory

Hiraku Nakajima - Donaldson = Seiberg-Witten from Mochizuki's formula and instanton counting

Hiraku Nakajima - Donaldson = Seiberg-Witten from Mochizuki's formula and instanton counting

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