Thinking Inside The Box: some experimental measurements in
... Weak Measurements in Hardy’s Paradox Y. Aharonov, A. Botero, S. Popescu, B. Reznik, J. Tollaksen, PLA 301, 130 (2002); quant-ph/0104062 ...
... Weak Measurements in Hardy’s Paradox Y. Aharonov, A. Botero, S. Popescu, B. Reznik, J. Tollaksen, PLA 301, 130 (2002); quant-ph/0104062 ...
The quantum world is not built up from correlations - Philsci
... ticles that are anti-correlated in spin. Bell’s result shows that no single particle in the singlet state can be regarded to have a locally preexistent spin value. Instead, the singlet state tells us that upon measurement the spin values, if measured in the same direction on each particle, will alw ...
... ticles that are anti-correlated in spin. Bell’s result shows that no single particle in the singlet state can be regarded to have a locally preexistent spin value. Instead, the singlet state tells us that upon measurement the spin values, if measured in the same direction on each particle, will alw ...
From Physics to Information Theory and Back - Philsci
... terms of hidden variables: ought we to think of quantum-mechanical pure states as being probabilistic mixtures of states of a more encompassing theory, whose pure states would ascribe definite values to all variables? It is interesting to ask which of the peculiar features of quantum mechanics are t ...
... terms of hidden variables: ought we to think of quantum-mechanical pure states as being probabilistic mixtures of states of a more encompassing theory, whose pure states would ascribe definite values to all variables? It is interesting to ask which of the peculiar features of quantum mechanics are t ...
x - PMF
... Covariant Quantization - summary •Canonical variables are the hij(x), and its conjugate momentum. Wheeler-DeWitt equation, H Y=0. •Some characteristics of this approach: • Wave functional Y depends on the three-dimensional metric. It is invariant under coordinate transformation on three-space. • No ...
... Covariant Quantization - summary •Canonical variables are the hij(x), and its conjugate momentum. Wheeler-DeWitt equation, H Y=0. •Some characteristics of this approach: • Wave functional Y depends on the three-dimensional metric. It is invariant under coordinate transformation on three-space. • No ...
Achieving the ultimate optical resolution
... Let us first set the stage for our simplified model. We follow Lord Rayleigh’s lead and assume quasimonochromatic paraxial waves with one specified polarization and one spatial dimension, x denoting the image-plane coordinate. To facilitate possible generalizations, we phrase what follows in a quant ...
... Let us first set the stage for our simplified model. We follow Lord Rayleigh’s lead and assume quasimonochromatic paraxial waves with one specified polarization and one spatial dimension, x denoting the image-plane coordinate. To facilitate possible generalizations, we phrase what follows in a quant ...
Preparation of Papers in Two-Column Format for the
... one machine state, as serial computers do, but on 2500 machine states at once. Peter Shor, who was a researcher and computer scientist at AT&T's Bell Laboratories in New Jersey, provided such an application by devising the first quantum computer algorithm. Integer factorization is believed to be com ...
... one machine state, as serial computers do, but on 2500 machine states at once. Peter Shor, who was a researcher and computer scientist at AT&T's Bell Laboratories in New Jersey, provided such an application by devising the first quantum computer algorithm. Integer factorization is believed to be com ...
Superconducting Circuits and Quantum Computation
... weak resonant “probe” laser couples the |1〉→|3〉 transition. By itself, the probe laser light is readily absorbed by the atoms and thus the transmittance of the laser light through the atoms is quite low. However, when the control and probe laser are applied simultaneously, destructive quantum interf ...
... weak resonant “probe” laser couples the |1〉→|3〉 transition. By itself, the probe laser light is readily absorbed by the atoms and thus the transmittance of the laser light through the atoms is quite low. However, when the control and probe laser are applied simultaneously, destructive quantum interf ...
PDF - Series: APPLIED MATHEMATICS, MECHANICS, and
... Therefore, it follows a quantum formatting of this three-dimensional structure and, in fact, a vibration solicitation is generated by 'pushed' and 'pull' of the longitudinal EMW waves amplitude, and similarly respective, electric and magnetic vectors. This brings up, in these EVTD2 volumes, quanta o ...
... Therefore, it follows a quantum formatting of this three-dimensional structure and, in fact, a vibration solicitation is generated by 'pushed' and 'pull' of the longitudinal EMW waves amplitude, and similarly respective, electric and magnetic vectors. This brings up, in these EVTD2 volumes, quanta o ...
Decoherence - Center for Ultracold Atoms
... In the photon scattering experiment, decoherence depends on quantum entanglement between an atom (which is referred to as the “system”) and the final momentum of the scattered photons (which collectively constitute the “environment”). In a second experiment, we replaced the random process of photon ...
... In the photon scattering experiment, decoherence depends on quantum entanglement between an atom (which is referred to as the “system”) and the final momentum of the scattered photons (which collectively constitute the “environment”). In a second experiment, we replaced the random process of photon ...
PPT - Fernando Brandao
... Quantum Algorithm for SDP Result 1: (B., Svore ‘16) There is a quantum algorithm for solving SDPs running in time n1/2 m1/2 s2 poly(log(n, m), R, r, δ) The good: Unconditional Quadratic speed-ups in terms of n and m Close to optimal: Ω(n1/2 + m1/2) q. lower bound The bad: Close to optimal: no gener ...
... Quantum Algorithm for SDP Result 1: (B., Svore ‘16) There is a quantum algorithm for solving SDPs running in time n1/2 m1/2 s2 poly(log(n, m), R, r, δ) The good: Unconditional Quadratic speed-ups in terms of n and m Close to optimal: Ω(n1/2 + m1/2) q. lower bound The bad: Close to optimal: no gener ...
Nonlocal “realistic” Leggett models can be considered refuted by the
... perimenter. If one rejects this freedom one can explain the nonlocal correlations in a fully deterministic and local relativistic way by pictures like “Super-determinism” or “Many Worlds” [12]. One can speak with Anton Zeilinger’s about “two freedoms” [13]: The freedom of the experimenter implies th ...
... perimenter. If one rejects this freedom one can explain the nonlocal correlations in a fully deterministic and local relativistic way by pictures like “Super-determinism” or “Many Worlds” [12]. One can speak with Anton Zeilinger’s about “two freedoms” [13]: The freedom of the experimenter implies th ...
