Search Results - "Méthot, André Allan"

Limit on nonlocality in any world in which communication complexity is not trivial by Brassard, Gilles, Buhrman, Harry, Linden, Noah, Méthot, André Allan, Tapp, Alain, Unger, Falk

“…Bell proved that quantum entanglement enables two spacelike separated parties to exhibit classically impossible correlations. Even though these correlations…”
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Testing the dimension of Hilbert spaces by Brunner, Nicolas, Pironio, Stefano, Acin, Antonio, Gisin, Nicolas, Méthot, André Allan, Scarani, Valerio

“…Given a set of correlations originating from measurements on a quantum state of unknown Hilbert space dimension, what is the minimal dimension d necessary to…”
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On the power of non-local boxes by Broadbent, Anne, Méthot, André Allan

“…A non-local box is a virtual device that has the following property: given that Alice inputs a bit at her end of the device and that Bob does likewise, it…”
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Strict hierarchy among Bell Theorems by Brassard, Gilles, Méthot, André Allan

“…As demonstrated by John Bell, quantum mechanics exhibits correlations in spacelike separated bipartite systems that are impossible to reproduce by classical…”
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Classical, quantum and nonsignalling resources in bipartite games by Brassard, Gilles, Broadbent, Anne, Hänggi, Esther, Méthot, André Allan, Wolf, Stefan

“…We study bipartite games that arise in the context of nonlocality with the help of graph theory. Our main results are alternate proofs that deciding whether a…”
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Entanglement swapping, light cones and elements of reality by Broadbent, Anne, Méthot, André Allan

“…Recently, a number of two-participant all-versus-nothing Bell experiments have been proposed. Here, we give local realistic explanations for these experiments…”
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Can Quantum-Mechanical Description of Physical Reality Be Considered Correct? by Brassard, Gilles, Méthot, André Allan

“…In an earlier paper written in loving memory of Asher Peres, we gave a critical analysis of the celebrated 1935 paper in which Einstein, Podolsky and Rosen…”
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On the logical structure of Bell theorems by Broadbent, Anne, Carteret, Hilary A, Méthot, André Allan, Walgate, Jonathan

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No nonlocal box with uniform outputs is universal by Dupuis, Frédéric, Gisin, Nicolas, Méthot, André Allan

“…We show that standard nonlocal boxes, also known as Popescu-Rohrlich machines, are not sufficient to simulate any nonlocal correlations that do not allow…”
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No nonlocal box is universal by Dupuis, Frédéric, Gisin, Nicolas, Hassidim, Avinatan, Méthot, André Allan, Pilpel, Haran

“…We show that standard nonlocal boxes, also known as Popescu-Rohrlich machines, are not sufficient to simulate any nonlocal correlations that do not allow…”
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Strict Hierarchy of Bell Theorems by Brassard, G., Methot, A.A.

“…As proved by John Bell, quantum mechanics exhibits correlations in spacelike separated bipartite systems that are impossible to reproduce by classical means…”
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Classical, Quantum and Non-signalling Resources in Bipartite Games by Brassard, G., Broadbent, A., Methot, A.A., Hanggi, E., Wolf, S.

“…We study bipartite games that arise in the context of nonlocality with the help of graph theory. Our main results are alternate proofs that deciding whether a…”
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Can quantum-mechanical description of physical reality be considered incomplete? by Brassard, Gilles, Methot, Andre Allan

“…International Journal of Quantum Information, Vol. 4, no. 1, pp. 45-54, 2006 In loving memory of Asher Peres, we discuss a most important and influential paper…”
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On the logical structure of Bell theorems without inequalities by Broadbent, Anne, Carteret, Hilary A, Methot, Andre Allan, Walgate, Jonathan

“…New Journal of Physics 8 302 (2006) Bell theorems show how to experimentally falsify local realism. Conclusive falsification is highly desirable as it would…”
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Testing the Hilbert space dimension by Brunner, Nicolas, Pironio, Stefano, Acin, Antonio, Gisin, Nicolas, Methot, Andre Allan, Scarani, Valerio

“…Phys. Rev. Lett. 100, 210503 (2008) Given a set of correlations originating from measurements on a quantum state of unknown Hilbert space dimension, what is…”
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