2025 - T1 - Representation theory and noncommutative geometry

Collection 2025 - T1 - Representation theory and noncommutative geometry

Organizer(s) Afgoustidis, Alexandre ; Aubert, Anne-Marie ; Clare, Pierre ; Frahm, Jan ; Pasquale, Angela ; Şengün, Haluk

Date(s) 06/01/2025 - 04/04/2025

linked URL https://indico.math.cnrs.fr/event/10843/

61 112

Different Aspects of Rankin–Cohen Operators - Part 1/2

By Michael Pevzner

Rankin-Cohen brackets provide a fundamental example of “non-elementary” differential symmetry breaking operators. We will explore the combinatorial structure of these operators through multiple perspectives and discuss several approaches to find their higher dimensions analogues within the representation-theoretical perspective of branching problems.

Information about the video

Date of recording 14/01/2025
Date of publication 14/01/2025
Institution IHP
Licence CC BY NC ND
Language English
Audience Researchers
Director(s) Alexandre Duplessis
Format MP4
Venue IHP - Darboux Amphitheater

Domain(s)

Representation Theory

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Introduction to Representation Theory - Part 1/3

By Birgit Speh

published on January 14, 2025

Introduction to Representation Theory - Part 2/3

By Birgit Speh

published on January 16, 2025

Introduction to Representation Theory - Part 3/3

By Birgit Speh

published on January 13, 2025

Branching Problems in Representation Theory - Part 1/3

By Toshiyuki Kobayashi

published on January 15, 2025

Branching Problems in Representation Theory - Part 2/3

By Toshiyuki Kobayashi

published on January 17, 2025

Branching Problems in Representation Theory - Part 3/3

By Toshiyuki Kobayashi

published on January 14, 2025

Different Aspects of Rankin–Cohen Operators - Part 1/2

By Michael Pevzner

published on January 15, 2025

Different Aspects of Rankin–Cohen Operators - Part 2/2

By Michael Pevzner

published on January 16, 2025

Geometric and Analytic Aspects of Branching Laws - Part 1/2

By Bent Ørsted

published on January 17, 2025

Geometric and Analytic Aspects of Branching Laws - Part 2/2

By Bent Ørsted

published on January 28, 2025

Cuntz’ K-theoretic amenability revisited

By Pierre Julg

published on January 29, 2025

Index theory for manifolds with corners

By Florian Thiry

published on January 28, 2025

Introduction to the Baum-Connes conjecture - Part 1/10

By Alain Valette

published on January 28, 2025

Introduction to the Baum-Connes conjecture - Part 2/10

By Alain Valette

published on January 29, 2025

Introduction to the Baum-Connes conjecture - Part 3/10

By Alain Valette

published on January 29, 2025

Introduction to the Baum-Connes conjecture - Part 4/10

By Alain Valette

published on January 30, 2025

Introduction to the Baum-Connes conjecture - Part 5/10

By Alain Valette

published on January 30, 2025

Introduction to the Baum-Connes conjecture - Part 6/10

By Alain Valette

published on February 3, 2025

Introduction to the Baum-Connes conjecture - Part 7/10

By Alain Valette

published on February 3, 2025

Introduction to the Baum-Connes conjecture - Part 8/10

By Alain Valette

published on February 4, 2025

Introduction to the Baum-Connes conjecture - Part 9/10

By Alain Valette

published on February 4, 2025

Introduction to the Baum-Connes conjecture - Part 10/10

By Alain Valette

published on January 31, 2025

The Baum-Connes conjecture for real reductive groups - Part 3/10

By Nigel Higson

published on January 31, 2025

The Baum-Connes conjecture for real reductive groups - Part 4/10

By Nigel Higson

published on February 3, 2025

The Baum-Connes conjecture for real reductive groups - Parts 5 & 6/10

By Nigel Higson

published on February 6, 2025

The Baum-Connes conjecture for real reductive groups - Parts 7 & 8/10

By Nigel Higson

published on February 7, 2025

The Baum-Connes conjecture for real reductive groups - Parts 9 & 10/10

By Nigel Higson

published on February 11, 2025

Symmetry Breaking under Translations

By Toshiyuki Kobayashi

published on February 21, 2025

The Dolbeault-Dirac operator on the irreducible quantum flag manifolds

By Fredy Diaz Garcia

published on February 21, 2025

Parthasarathy formulas and beyond

By Nicolas Prudhon

published on February 21, 2025

Structure of tempered homogeneous spaces - Part 1/3: Dynamical approach

By Toshiyuki Kobayashi

published on February 21, 2025

Structure of tempered homogeneous spaces - Part 2/3: Combinatorics approach

By Toshiyuki Kobayashi

published on February 21, 2025

Structure of tempered homogeneous spaces - Part 3/3: Limit algebras

By Toshiyuki Kobayashi

published on March 3, 2025

The Bernstein center - Part 1/3

By David Renard

published on March 4, 2025

The Bernstein center - Part 2/3

By David Renard

published on March 4, 2025

The Bernstein center - Part 3/3

By David Renard

published on March 6, 2025

Hochschild homology of reductive $p$-adic groups - Part 1a/3

By Maarten Solleveld

published on March 6, 2025

Hochschild homology of reductive $p$-adic groups - Part 1b/3

By Maarten Solleveld

published on March 6, 2025

Hochschild homology of reductive $p$-adic groups - Part 2/3

By Maarten Solleveld

published on March 7, 2025

Hochschild homology of reductive $p$-adic groups - Part 3/3

By Maarten Solleveld

published on March 12, 2025

Local theta correspondence - Part 1/3

By Chen-Bo Zhu

published on March 13, 2025

Local theta correspondence - Part 2/3

By Chen-Bo Zhu

published on March 14, 2025

Local theta correspondence - Part 3/3

By Chen-Bo Zhu

published on March 11, 2025

New supercuspidal representations from the Weil representation in characteristic two

By David Schwein

published on March 10, 2025

Minimal representations and applications - Part 1/3

By Gordan Savin

published on March 11, 2025

Minimal representations and applications - Part 2/3

By Gordan Savin

published on March 13, 2025

Minimal representations and applications - Part 3/3

By Gordan Savin

published on March 10, 2025

The theta correspondence for classical groups over finite fields of odd characteristic - Part 1/3

By Anne-Marie Aubert

published on March 11, 2025

The theta correspondence for classical groups over finite fields of odd characteristic - Part 2/3

By Anne-Marie Aubert

published on March 12, 2025

The theta correspondence for classical groups over finite fields of odd characteristic - Part 3/3

By Anne-Marie Aubert

published on March 17, 2025

Algebraic Quantum Field Theory and causal homogeneous spaces - Part 1a/4

By Karl-Hermann Neeb

published on March 17, 2025

Algebraic Quantum Field Theory and causal homogeneous spaces - Part 1b/4

By Karl-Hermann Neeb

published on March 18, 2025

Algebraic Quantum Field Theory and causal homogeneous spaces - Part 2a/4

By Karl-Hermann Neeb

published on March 18, 2025

Algebraic Quantum Field Theory and causal homogeneous spaces - Part 2b/4

By Karl-Hermann Neeb

published on March 19, 2025

Algebraic Quantum Field Theory and causal homogeneous spaces - Part 3/4

By Karl-Hermann Neeb

published on March 21, 2025

Algebraic Quantum Field Theory and causal homogeneous spaces - Part 4a/4

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published on March 21, 2025

Algebraic Quantum Field Theory and causal homogeneous spaces - Part 4b/4

By Karl-Hermann Neeb

published on March 18, 2025

Standard subspaces and distribution vectors

By Gestur Olafsson

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