This review article is concerned with a recently uncovered connection between operator
spaces, a noncommutative extension of Banach spaces, and quantum nonlocality, a striking …

We construct a linear system nonlocal game which can be played perfectly using a limit of
finite-dimensional quantum strategies, but which cannot be played perfectly on any finite …

Tsirelson's problem asks whether the commuting operator model for two-party quantum
correlations is equivalent to the tensor-product model. We give a negative answer to this …

Quantum information and computation provide a fascinating twist on the notion of proofs in
computational complexity theory. For instance, one may consider a quantum computational …

Quantum nonlocality as a witness of entanglement plays a crucial role in various fields.
Existing quantum monogamy relations rule out the possibility of simultaneous violations of …

Using local operations and classical communication (LOCC), entanglement can be
manipulated but not created. However, entanglement can be $ embezzled $. In this work, we …

We define and study XOR games in the framework of general probabilistic theories, which
encompasses all physical models whose predictive power obeys minimal requirements. The …

This paper explores the application of quantum nonlocality, a renowned and unique
phenomenon acknowledged as a valuable resource. Focusing on an alternative application …

In this work we initiate the study of position based quantum cryptography (PBQC) from the
perspective of geometric functional analysis and its connections with quantum games. The …

We provide a comprehensive treatment of embezzlement of entanglement in the setting of
von Neumann algebras and discuss its relation to the classification of von Neumann …