Lecture

[2018-1-2] Introduction to Kottwitz's work on Shimura varieties I: Introduction to Kottwitz's work on Shimura varieties I

[2018-1-2] Introduction to Shtukas and Higher Gross-Zagier Formula I: Introduction to Shtukas and Higher Gross-Zagier Formula I

[2018-1-1] Rapoport-Zink spaces, Shimura varieties, and perfectoid spaces II: Rapoport-Zink spaces, Shimura varieties, and perfectoid spaces II

[2017-12-30] Rapoport-Zink spaces, Shimura varieties, and perfectoid spaces I: Rapoport-Zink spaces, Shimura varieties, and perfectoid spaces I

[2017-12-15] Arakelov Geometry III: Arakelov Geometry III

[2017-12-14] Arakelov Geometry II: Arakelov Geometry II

[2017-12-13] Exponential motives: Exponential motives

[2017-12-12] Arakelov Geometry I: Arakelov Geometry I

[2017-11-28] Selmer groups and congruence ideals of symmetric powers of modular forms: Selmer groups and congruence ideals of symmetric powers of modular forms

[2017-11-27] On the class groups of some Kummer extensions: On the class groups of some Kummer extensions

[2017-11-9] Maximality of Galois actions for abelian varieties: Maximality of Galois actions for abelian varieties

[2017-11-8] Iwasawa theory and Bloch-Kato conjecture for modular forms: Iwasawa theory and Bloch-Kato conjecture for modular forms

[2017-10-11] Logarithmic resolution of singularities: Logarithmic resolution of singularities

[2017-9-27] Height functions for motives, Hodge analogues, and Nevanlinna analogues: Height functions for motives, Hodge analogues, and Nevanlinna analogues

[2017-9-26] Higher Eisenstein elements, higher Eichler formulas and rank of Hecke algebras II: Higher Eisenstein elements, higher Eichler formulas and rank of Hecke algebras II