The almost-entropic regions are not semialgebraic

Abstract

We prove that the almost-entropic region of order four is not semialgebraic, we get as a corollary the well-known Theorem of Matus, which asserts that this region is not polyhedral

9 pages The paper has been withdrawn by the authors due to a flaw in the proof of the main result

References in corpus (1)

• Non-Shannon Information Inequalities in Four Random Variables