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Towards a Geometric Analogue of Sarnak's Conjecture - Will Sawin

Towards a Geometric Analogue of Sarnak's Conjecture - Will Sawin

Introduction to Sarnak's conjecture - I, Mariusz Lemańczyk.

Introduction to Sarnak's conjecture - I, Mariusz Lemańczyk.

Sarnak's conjecture on Mobius orthogonality - Mariusz Lemańczyk

Sarnak's conjecture on Mobius orthogonality - Mariusz Lemańczyk

Will Sawin, The freeness alternative to thin sets in Manin's conjecture

Will Sawin, The freeness alternative to thin sets in Manin's conjecture

7.4 A. Beilinson : Around geometric Langlands

7.4 A. Beilinson : Around geometric Langlands

Nodal domains for Maass forms - Peter Sarnak

Nodal domains for Maass forms - Peter Sarnak

On Elliott's Conjecture and Applications - Oleksiy Klurman

On Elliott's Conjecture and Applications - Oleksiy Klurman

5 6 P  Sarnak   Some problems in number theory and analysis

5 6 P Sarnak Some problems in number theory and analysis

Ben Weiss - A Quadratic Analogue of Artin's Conjecture Part 1

Ben Weiss - A Quadratic Analogue of Artin's Conjecture Part 1

Algebraic and Geometric Conjectures

Algebraic and Geometric Conjectures

Manjul Bhargava - The average rank of elliptic curves: data, conjectures, and theorems

Manjul Bhargava - The average rank of elliptic curves: data, conjectures, and theorems

Restricted Arithmetic Quantum Unique Ergodicity - Peter Humphries

Restricted Arithmetic Quantum Unique Ergodicity - Peter Humphries

Solving Diophantine equations using elliptic curves + Introduction to SAGE by Chandrakant Aribam

Solving Diophantine equations using elliptic curves + Introduction to SAGE by Chandrakant Aribam

Chowla's conjecture implies Sarnak's conjecture 09 proof of Sarnak's conjecture Step 2

Chowla's conjecture implies Sarnak's conjecture 09 proof of Sarnak's conjecture Step 2

Weil conjectures 1  Introduction

Weil conjectures 1 Introduction

Winnie Li: Unramified graph covers of finite degree

Winnie Li: Unramified graph covers of finite degree

Will Sawin - 2/6 Number Theory over Function Fields

Will Sawin - 2/6 Number Theory over Function Fields

Ramanujan Covers

Ramanujan Covers

Sums in progressions over F_q[T], the symmetric group, and geometryWill Sawin

Sums in progressions over F_q[T], the symmetric group, and geometryWill Sawin

The Riemann-Hilbert Correspondence in Nonarchimedean Geometry - Jacob Lurie

The Riemann-Hilbert Correspondence in Nonarchimedean Geometry - Jacob Lurie

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