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Fields Medal Lecture: Period maps in p-adic geometry — Peter Scholze — ICM2018

Fields Medal Lecture: Period maps in p-adic geometry — Peter Scholze — ICM2018

Period Maps in p-adic geometry. Lecture by Peter Scholze

Period Maps in p-adic geometry. Lecture by Peter Scholze

Peter Scholze, p-adic geometry

Peter Scholze, p-adic geometry

2018 Fields Medal Peter Scholze - Professor, University of Bonn - ICM 2018

2018 Fields Medal Peter Scholze - Professor, University of Bonn - ICM 2018

Fields Medal Winner 2018 Peter Scholze

Fields Medal Winner 2018 Peter Scholze

On the p-adic theory of local models

On the p-adic theory of local models

Smooth representations of reductive p-adic groups over arbitrary fields by Marie France Vigneras

Smooth representations of reductive p-adic groups over arbitrary fields by Marie France Vigneras

Fields Medal: Akshay Venkatesh

Fields Medal: Akshay Venkatesh

A p-adic algorithm to compute the Hilbert class polynomial

A p-adic algorithm to compute the Hilbert class polynomial

Geometric applications of p-adic integration. Part 1/2 by Dimitri Wyss (EPFL)

Geometric applications of p-adic integration. Part 1/2 by Dimitri Wyss (EPFL)

Lecture Series: "p-adic Geometry" by Peter Scholze [2014] (lecture 10)

Lecture Series: "p-adic Geometry" by Peter Scholze [2014] (lecture 10)

P-Adic Automorphic Forms and (big) Igusa Varieties by Sean Howe

P-Adic Automorphic Forms and (big) Igusa Varieties by Sean Howe

A New Approach to the Local Langlands Correspondence for GLnGLn Over p-Adic Fields - Peter Scholze

A New Approach to the Local Langlands Correspondence for GLnGLn Over p-Adic Fields - Peter Scholze

p-Adic Fractal Strings: Complex Dimensions and Fractal Tube Formula_ Michel Lapidus

p-Adic Fractal Strings: Complex Dimensions and Fractal Tube Formula_ Michel Lapidus

Lecture Series: "p-adic Geometry" by Peter Scholze [2014] (lecture 12)

Lecture Series: "p-adic Geometry" by Peter Scholze [2014] (lecture 12)

Fields Medal to Peter Scholze

Fields Medal to Peter Scholze

Lecture Series: "p-adic Geometry" by Peter Scholze [2014] (lecture 3)

Lecture Series: "p-adic Geometry" by Peter Scholze [2014] (lecture 3)

Matthew Emerton - 4/4 An Introduction to the Categorical p-adic Langlands (...)

Matthew Emerton - 4/4 An Introduction to the Categorical p-adic Langlands (...)

A prismatic analysis of A1 -invariant motivic cohomology

A prismatic analysis of A1 -invariant motivic cohomology

Taming Infinities - Martin Hairer (2017 Fields Medal Symposium)

Taming Infinities - Martin Hairer (2017 Fields Medal Symposium)

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