Media Summary: In this video I have discussed about the overview of Conne's The weak Tsirelson problem, which is known to be equivalent to Henry Yuen (University of Toronto) Richard M. Karp Distinguished Lecture Series, Spring 2020 ...

Why Was Connes Embedding Conjecture - Detailed Analysis & Overview

In this video I have discussed about the overview of Conne's The weak Tsirelson problem, which is known to be equivalent to Henry Yuen (University of Toronto) Richard M. Karp Distinguished Lecture Series, Spring 2020 ... Find this video and other talks given by worldwide mathematicians on CIRM's Audiovisual Mathematics Library: ... This talk will be a gentle introduction to sofic groups, hyperlinear groups, By Vern Paulsen (Waterloo) Abstract: In recent years a deep connection has been found between Connnes'

I'll first explain how the result connects to Tsirelson's problem, Kirchberg's conjecture, and

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Hari Bercovici: Conjectures related to the Connes embedding problem
Why was Connes' embedding conjecture refuted and there are still no known... -Michael Chapman
Connes Embedding Problem, Kirchberg's Conjecture and Tsirelson's Problem - Thomas Vidick
Conne's embedding conjecture DISPROVED|Latest news you might have missed
Thomas Vidick: Connes embedding problem, Tsirelson’s problem, and MIP^{∗} = RE
William Slofstra:Tsirelson’s problem & an embedding theorem for groups arising from non-local games
A Tale of Turing Machines, Quantum-Entangled Particles, and Operator Algebras
Gennadi Kasparov: On the Lp Baum-Connes conjecture
From sofic groups to MIP*=RE (speaker:Lewis Bowen)
C*-algebras and Synchronous Games
Quantum correlations, tensor norms, and factorizable quantum channels
Mikael Rordam (Copenhagen) 5 May 2020
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Hari Bercovici: Conjectures related to the Connes embedding problem

Hari Bercovici: Conjectures related to the Connes embedding problem

Hari Bercovici:

Why was Connes' embedding conjecture refuted and there are still no known... -Michael Chapman

Why was Connes' embedding conjecture refuted and there are still no known... -Michael Chapman

Stability and Testability Topic:

Connes Embedding Problem, Kirchberg's Conjecture and Tsirelson's Problem - Thomas Vidick

Connes Embedding Problem, Kirchberg's Conjecture and Tsirelson's Problem - Thomas Vidick

Marston Morse Lectures Topic:

Conne's embedding conjecture DISPROVED|Latest news you might have missed

Conne's embedding conjecture DISPROVED|Latest news you might have missed

In this video I have discussed about the overview of Conne's

Thomas Vidick: Connes embedding problem, Tsirelson’s problem, and MIP^{∗} = RE

Thomas Vidick: Connes embedding problem, Tsirelson’s problem, and MIP^{∗} = RE

... a slightly weaker

William Slofstra:Tsirelson’s problem & an embedding theorem for groups arising from non-local games

William Slofstra:Tsirelson’s problem & an embedding theorem for groups arising from non-local games

The weak Tsirelson problem, which is known to be equivalent to

A Tale of Turing Machines, Quantum-Entangled Particles, and Operator Algebras

A Tale of Turing Machines, Quantum-Entangled Particles, and Operator Algebras

Henry Yuen (University of Toronto) Richard M. Karp Distinguished Lecture Series, Spring 2020 ...

Gennadi Kasparov: On the Lp Baum-Connes conjecture

Gennadi Kasparov: On the Lp Baum-Connes conjecture

Find this video and other talks given by worldwide mathematicians on CIRM's Audiovisual Mathematics Library: ...

From sofic groups to MIP*=RE (speaker:Lewis Bowen)

From sofic groups to MIP*=RE (speaker:Lewis Bowen)

This talk will be a gentle introduction to sofic groups, hyperlinear groups,

C*-algebras and Synchronous Games

C*-algebras and Synchronous Games

By Vern Paulsen (Waterloo) Abstract: In recent years a deep connection has been found between Connnes'

Quantum correlations, tensor norms, and factorizable quantum channels

Quantum correlations, tensor norms, and factorizable quantum channels

... a reformulation of the

Mikael Rordam (Copenhagen) 5 May 2020

Mikael Rordam (Copenhagen) 5 May 2020

Around the

Henry Yuen: An overview of MIP* = RE and some of its ingredients

Henry Yuen: An overview of MIP* = RE and some of its ingredients

I'll first explain how the result connects to Tsirelson's problem, Kirchberg's conjecture, and