Download Bibliographic Guide to Foundations of Quantum Mechanics by A. Cabello PDF

By A. Cabello

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J. Milburn, “Quantum error correction for continuously detected errors”, Phys. Rev. A 67, 5, 052310 (2003); quant-ph/0302006. See [Ahn-Wiseman-Jacobs 04]. 168. [Ahn-Wiseman-Jacobs 04]: C. Ahn, H. M. Wiseman, & K. Jacobs, “Quantum error correction for continuously detected errors with any number of error channels per qubit”, quant-ph/0402067. See [Ahn-Wiseman-Milburn 03]. 169. [Ahn-Doherty-Hayden-Winter 04]: C. Ahn, A. Doherty, P. Hayden, & A. Winter, “On the distributed compression of quantum information” quant-ph/0403042.

Albert, “Is the usual notion of time evolution adequate for quantum-mechanical systems? II. Relativistic considerations”, Phys. Rev. D 29, 2, 228234 (1984). 132. [Aharonov-Albert-Vaidman 86]: Y. Aharonov, D. Z. Albert, & L. Vaidman, “Measurement process in relativistic quantum theory”, Phys. Rev. D 34, 6, 1805-1813 (1986). 133. [Aharonov-Albert 87]: Y. Aharonov, & D. Z. Albert, “The issue of retrodiction in Bohm’s theory”, in [Hiley-Peat 87], pp. 224-226. 134. [Aharonov-Albert-Casher-Vaidman 87]: Y.

Ac´ın, & V. Scarani, “Violation of Bell’s inequalities implies distillability for N qubits”, quant-ph/0112102. 34 49. [Ac´ın 02]: A. Ac´ın, “Distillability, Bell inequalities, and multiparticle bound entanglement”, Phys. Rev. Lett. 88, 2, 027901 (2002); quantph/0108029. 61. [Ac´ın-Bagan-Baig-(+2) 04]: A. Ac´ın, E. Bagan, M. Baig, L. Masanes, & R. Mu˜ noz-Tapia, “Bayesian approach to multiple copy 2-state discrimination”, quant-ph/0410097. 50. [Ac´ın-Durt-Gisin-Latorre 02]: A. Ac´ın, T. Durt, N.

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