Contributing USMA Research Unit(s)

Army Cyber Institute

Publication Date

5-2020

Publication Title

Quantum Information and Computation

Document Type

Article

Abstract

We show that Connes' embedding problem is equivalent to the weak Tsirelson problem in the setting of two-outcome synchronous correlation sets. We further show that the extreme points of two-outcome synchronous correlation sets can be realized using a certain class of universal C*-algebras. We examine these algebras in the three-experiment case and verify that the strong and weak Tsirelson problems have affirmative answers in that setting.

First Page

361

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