Unbounded sequence of observers exhibiting Einstein-Podolsky-Rosen steering

Pro@ Let us suppose that the hypotheses of the lemma are satisfied, so in particular E is an infinite sequence of solutions of (2.1).. Our next goal is to prove the

Employing a stricter formulation of quantum complementarity, we derive a criterion based on the quantum Fisher information that detects steering in a larger class of states

Our manuscript is organised as follows: First we present a general derivation for the condition for remote preparation of Wigner negativity through photon subtraction, where we

Insistons bien sur le fait qu’il s’agit ici d’une conclusion et pas d’une hypothèse : non, l’argument EPR (pas plus que le théorème de Bell d’ailleurs, puisqu’il est

To see that a qualitative argument can be used: we know that the completely ordered case minimize the energy and we are interested in the states that have the closer possible

It is expected that the result is not true with = 0 as soon as the degree of α is ≥ 3, which means that it is expected no real algebraic number of degree at least 3 is

We then present an experimental violation of our steering inequality by 4 standard deviations, using a heralded single photon source and an all-fiber displacement-based

We demonstrate the violation of an Einstein-Podolsky-Rosen steering inequality developed for single- photon path entanglement with displacement-based detection.. We use a