Fuzzy Sphere Meets Conformal Bootstrap 2025

Collection Fuzzy Sphere Meets Conformal Bootstrap 2025

Organizer(s) Emilie Huffman, Slava Rychkov, Yin-Chen He, Liam Fitzpatrick

Date(s) 02/06/2025 - 06/06/2025

linked URL https://indico.math.cnrs.fr/event/13856

00:00:00 / 00:00:00

9 20

Free real scalar CFT on fuzzy sphere: spectrum, algebra and wavefunction ansatz

Information about the video

Date of recording 03/06/2025
Date of publication 02/07/2025
Institution IHES
Language English
Audience Researchers
Format MP4

Last related questions on MathOverflow

You have to connect your Carmin.tv account with mathoverflow to add question

Ask a question on MathOverflow

All the collection videos

01:11:37

published on June 20, 2025

Multiple scaling dimensions from operator covariance in Monte Carlo simulations

By Anders Sandvik

01:03:02

published on June 20, 2025

Fuzzy Sphere, Conformal Generators, and Ising Field Theory

By Giulia Fardelli

58:56

published on June 20, 2025

Conformal Perturbation Theory, ED and MPS simulations for 3D Ising and O(2) Fuzzy Sphere Models

By Andreas Läuchli

34:50

published on June 20, 2025

SO(8) unified theory of 2+1 dimensional Dirac fermions and the dark side of the Gross-Neveu model

By Igor Herbut

38:45

published on June 20, 2025

How the k=1 WZW SO(5) near-CFT3 explains experiments on the cuprates

By Subir Sachdev

30:32

published on June 20, 2025

O(3) CFT from truncated quantum rotors

By Arjun Dey

30:02

published on June 23, 2025

Regularizing 3D conformal field theories via anyons on the fuzzy sphere

By Christian Voinea

01:04:26

published on June 20, 2025

Magnetised Bounds for Conformal Field Theories

By Andreas Stergiou

01:17:30

published on July 2, 2025

Free real scalar CFT on fuzzy sphere: spectrum, algebra and wavefunction ansatz

By Yin-Chen He

01:05:58

published on June 20, 2025

Bootstrapping Line Defects in CFTs: Applications to 3d Ising Model

By Max Metliski

01:10:02

published on June 20, 2025

An Upper Bound on the Thermal Mass Gap at Criticality

By Ryan Lanzetta

01:10:53

published on June 20, 2025

Quantization by LLL Projection and BCFT from Fuzzy Hemisphere

By Mykola Dedushenko

32:03

published on June 20, 2025

Lee-Yang on the Fuzzy Sphere – Introduction

By Joan Elias-Miro

39:46

published on June 20, 2025

Yang-Lee on the fuzzy sphere: spectrum and finite-size scaling

By Ruihua Fan

43:05

published on June 20, 2025

Yang-Lee Criticality in Various Dimension

By Yuan Xin

29:31

published on June 20, 2025

Lee-Yang on the Fuzzy Sphere – Results and Summary

By Joan Elias-Miro

01:06:36

published on June 20, 2025

Numerical Simulations of Boundary Critical Phenomena

By Francesco Parisen-Toldin

01:10:15

published on June 20, 2025

Constructing Critical Gauge Theories on the Fuzzy Sphere : Non-Linear σ-Model and Chern-Simons Matter Theories

By Zheng Zhou

01:01:33

published on June 20, 2025

Critical Gauge Theories on the Fuzzy Sphere: a QMC Perspective

By Johannes Hofman

01:18:19

published on June 20, 2025

Fuzzy Sphere Meets Entanglement Bootstrap

By John McGreevy

Copyright Carmin.tv 2025

Give feedback