Selberg Trace Formula Information Guide

  1. Background on Selberg Trace Formula
  2. Important Facts
  3. Developments
  4. Detailed Analysis
  5. Conclusion

Background on Selberg Trace Formula

Full Selberg trace formula News
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Important Facts

Tasho Kaletha - 1/2 A Brief Introduction to the Trace Formula and its Stabilization Update
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Developments

Full Yiannis Sakellaridis: The Selberg trace formula revisited Update
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Pierre-Henri Chaudouard - 1/2 Introduction to the (Relative) Trace Formula
Pierre-Henri Chaudouard - 1/2 Introduction to the (Relative) Trace Formula
Atle Selberg: A Giant in Analytic Number Theory
Atle Selberg: A Giant in Analytic Number Theory
Tasho Kaletha - 2/2 A Brief Introduction to the Trace Formula and its Stabilization
Tasho Kaletha - 2/2 A Brief Introduction to the Trace Formula and its Stabilization
James Arthur:  Beyond Endoscopy and elliptic terms in the trace formula
James Arthur: Beyond Endoscopy and elliptic terms in the trace formula
Hypoelliptic Laplacian and the trace formula
Hypoelliptic Laplacian and the trace formula
Applications of the Relative Trace Formula - Valentin Blomer
Applications of the Relative Trace Formula - Valentin Blomer
Geometric side of the trace formula and related problems - Ali Altuğ
Geometric side of the trace formula and related problems - Ali Altuğ
Changha Choi - Supersymmetry and trace formulas - 05-09-22
Changha Choi - Supersymmetry and trace formulas - 05-09-22
Introductory courses on the stable trace formula, with emphasis on SL(2) 1
Introductory courses on the stable trace formula, with emphasis on SL(2) 1
Pierre-Henri Chaudouard - 2/2 Introduction to the (Relative) Trace Formula
Pierre-Henri Chaudouard - 2/2 Introduction to the (Relative) Trace Formula
On the stable trace formula James Arthur, University of Toronto [2014]
On the stable trace formula James Arthur, University of Toronto [2014]

Detailed Analysis

Data is compiled from public records and verified media reports.

Last Updated: October 20, 2026

Conclusion

Information Introduction to Spectral Geometry 23: Selberg trace formula I News
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Disclaimer: Disclaimer: All information is compiled from publicly available data, media reports, and analysis. Actual details may vary.

Summary

This lecture gives an overview of the We will discuss the derivation of the stable Arthur- Bernstein 72 conference, 3d talk of July 14. Abstract: The goal of this talk is to present an alternative proof of the Lecture 23 of my Fields Institute Spectral Geometry course, January-April 2021. The relative trace formula as envisioned by Jacquet and others is a possible generalization of the Arthur- Atle Selberg: A Giant in Analytic Number Theory In this video we discuss atle selberg selberg Abstract: Beyond endoscopy is the strategy put forward by Langlands for applying the IMS Distinguished Lecture Series Hypoelliptic Laplacian and the Joint IAS/PU Number Theory Seminar Topic: Applications of the Relative Beyond Endoscopyu Topic: Geometric side of the ... supersymmetric localization principles with an application to Abhishek Parab Purdue University, USA. James Arthur, University of Toronto On the stable

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