Bound on Hardy's non-locality from the principle of Information Causality
Abstract
Recently,the principle of nonviolation of information causality [Nature 461,1101 (2009)], has been proposed as one of the foundational properties of nature. We explore the Hardy's nonlocality theorem for two qubit systems, in the context of generalised probability theory, restricted by the principle of nonviolation of information causality. Applying, a sufficient condition for information causality violation, we derive an upper bound on the maximum success probability of Hardy's nonlocality argument. We find that the bound achieved here is higher than that allowed by quantum mechanics,but still much less than what the nosignaling condition permits. We also study the Cabello type nonlocality argument (a generalization of Hardy's argument) in this context.
Keywords
Cite
@article{arxiv.0912.2232,
title = {Bound on Hardy's non-locality from the principle of Information Causality},
author = {Ali Ahanj and Samir Kunkri and Ashutosh Rai and Ramij Rahaman and Pramod S. Joag},
journal= {arXiv preprint arXiv:0912.2232},
year = {2013}
}
Comments
Abstract modified, changes made in the conclusion, throughout the paper we clarified that the condition used by us is protocal based and is only a sufficient condition for the violation of information causality