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p-adic Hyperbolicity of Shimura Varieties - Xinwen Zhu

p-adic Hyperbolicity of Shimura Varieties - Xinwen Zhu

p-adic Hyperbolicity of Shimura Varieties - Abishek Oswal

p-adic Hyperbolicity of Shimura Varieties - Abishek Oswal

p-adic Shimura Varieties - Mingjia Zhang

p-adic Shimura Varieties - Mingjia Zhang

Arithmetic models for Shimura varieties – Georgios Pappas – ICM2018

Arithmetic models for Shimura varieties – Georgios Pappas – ICM2018

Geometry of Shimura varieties - Rong Zhou

Geometry of Shimura varieties - Rong Zhou

Shimura Varieties, Local Models and Geometric Realizations of Langlands... - Elena Mantovan

Shimura Varieties, Local Models and Geometric Realizations of Langlands... - Elena Mantovan

Completed Cohomology of Shimura Curves and a p-Adic Jacquet-Langlands Correspondence - James Newton

Completed Cohomology of Shimura Curves and a p-Adic Jacquet-Langlands Correspondence - James Newton

Xinwen Zhu: Correspondences of Shimura varieties via the geometric Satake

Xinwen Zhu: Correspondences of Shimura varieties via the geometric Satake

𝑝-adic variation of automorphic sheaves – A. Iovita & F. Andreatta & V. Pilloni – ICM2018

𝑝-adic variation of automorphic sheaves – A. Iovita & F. Andreatta & V. Pilloni – ICM2018

On the Hodge-Tate period map for Shimura varieties of Hodge type - Ana Caraiani [2014]

On the Hodge-Tate period map for Shimura varieties of Hodge type - Ana Caraiani [2014]

Peter Scholze: Local acyclicity in p-adic geometry

Peter Scholze: Local acyclicity in p-adic geometry

Periods of Quaternionic Shimura Varieties - Kartik Prasanna

Periods of Quaternionic Shimura Varieties - Kartik Prasanna

p-adic variation in the theory of automorphic forms

p-adic variation in the theory of automorphic forms

Ana Caraiani: The cohomology of Shimura varieties with torsion coefficients and applications

Ana Caraiani: The cohomology of Shimura varieties with torsion coefficients and applications

Lecture Series: "p-adic Geometry" by Peter Scholze [2014] (lecture 17)

Lecture Series: "p-adic Geometry" by Peter Scholze [2014] (lecture 17)

Arithmetic volumes of unitary Shimura varieties

Arithmetic volumes of unitary Shimura varieties

Peter Scholze, Shimura varieties with infinite level, and...

Peter Scholze, Shimura varieties with infinite level, and...

The Newton stratification of Shimura varieties - Arno Kret

The Newton stratification of Shimura varieties - Arno Kret

Xinwen Zhu: Geometric Satake for p-adic groups II

Xinwen Zhu: Geometric Satake for p-adic groups II

Lecture Series: "p-adic Geometry" by Peter Scholze [2014] (lecture 7)

Lecture Series: "p-adic Geometry" by Peter Scholze [2014] (lecture 7)

Lecture Series: "p-adic Geometry" by Peter Scholze [2014] (lecture 1)

Lecture Series: "p-adic Geometry" by Peter Scholze [2014] (lecture 1)

Michael Harris. Shimura varieties and the search for a Langlands transform

Michael Harris. Shimura varieties and the search for a Langlands transform

Lecture Series: "p-adic Geometry" by Peter Scholze [2014] (lecture 15)

Lecture Series: "p-adic Geometry" by Peter Scholze [2014] (lecture 15)

Lecture Series: "p-adic Geometry" by Peter Scholze [2014] (lecture 8)

Lecture Series: "p-adic Geometry" by Peter Scholze [2014] (lecture 8)

Lecture Series: "p-adic Geometry" by Peter Scholze [2014] (lecture 19, final lecture)

Lecture Series: "p-adic Geometry" by Peter Scholze [2014] (lecture 19, final lecture)

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