Study of Bell Nonlocality in the Minimal Triangle Scenario

Abstract

The study of quantum networks continues to prove its value both in practical and theoretical applications. Among these networks, one of the simplest to consider is the minimal triangle scenario, for which it is not known whether it accepts a quantum nonlocal distribution. To study this, we propose an algorithm based on inflation techniques. Despite promising results, we have not found such a distribution. The code’s flexibility also allowed us to explore a subset of symmetric distributions for the three-outcome case, improving some previous results from the field.