Hyakutake_KIAS2014
... The simulation data is nicely fitted by the above function up to Therefore we conclude the gauge/gravity correspondence is correct even if we take account of the finite contributions. It is interesting to study the region of quite low temperature numerically to understand the final state of the blac ...
... The simulation data is nicely fitted by the above function up to Therefore we conclude the gauge/gravity correspondence is correct even if we take account of the finite contributions. It is interesting to study the region of quite low temperature numerically to understand the final state of the blac ...
Free-Space distribution of entanglement and single photons over
... Quantum Entanglement is the essence of quantum physics [1] and inspires fundamental questions about the principles of nature. Moreover it is also the basis for emerging technologies of quantum information processing such as quantum cryptography [2, 3], quantum teleportation [4, 5, 6, 7, 8] and quant ...
... Quantum Entanglement is the essence of quantum physics [1] and inspires fundamental questions about the principles of nature. Moreover it is also the basis for emerging technologies of quantum information processing such as quantum cryptography [2, 3], quantum teleportation [4, 5, 6, 7, 8] and quant ...
Documentation
... the opposite value, no matter how far both are apart; but until the measurement, the value of the property might be completely undetermined, but then they are “anti-” synchronized. This phenomenon had been rather controversial since it discovery by Einstein and his coworkers Podolsky and Rosen [3], ...
... the opposite value, no matter how far both are apart; but until the measurement, the value of the property might be completely undetermined, but then they are “anti-” synchronized. This phenomenon had been rather controversial since it discovery by Einstein and his coworkers Podolsky and Rosen [3], ...
Superfluid to insulator transition in a moving system of
... Boundary sine-Gordon model Exact solution due to Ghoshal and Zamolodchikov (93) Applications to quantum impurity problem: Fendley, Saleur, Zamolodchikov, Lukyanov,… ...
... Boundary sine-Gordon model Exact solution due to Ghoshal and Zamolodchikov (93) Applications to quantum impurity problem: Fendley, Saleur, Zamolodchikov, Lukyanov,… ...
Physics Today
... for rationalizing other quantum phenomena, including the uncertainty relations and the Bohr– Sommerfeld rule for quantized orbits. It garnered notable supporters, including Albert Einstein, who likewise sought to reconcile quantum mechanics and relativity through consideration of the wave nature of ...
... for rationalizing other quantum phenomena, including the uncertainty relations and the Bohr– Sommerfeld rule for quantized orbits. It garnered notable supporters, including Albert Einstein, who likewise sought to reconcile quantum mechanics and relativity through consideration of the wave nature of ...
Majorana and the path-integral approach to Quantum Mechanics
... integration paths. In fact, the different initial conditions are, in any case, always referred to the same initial time (ta ), while the determined quantum state corresponds to a fixed end time (tb ). The introduced issue of “slightly different classical motions” (the emphasis is given by Majorana h ...
... integration paths. In fact, the different initial conditions are, in any case, always referred to the same initial time (ta ), while the determined quantum state corresponds to a fixed end time (tb ). The introduced issue of “slightly different classical motions” (the emphasis is given by Majorana h ...
PPT File
... In 1926 he collaborated with his student Werner Heisenberg to develop the mathematical formulation of the wave function in the new quantum theory. He later showed, in the work for which he is perhaps best known, that the solution of the Schrödinger equation has a statistical meaning of physical sign ...
... In 1926 he collaborated with his student Werner Heisenberg to develop the mathematical formulation of the wave function in the new quantum theory. He later showed, in the work for which he is perhaps best known, that the solution of the Schrödinger equation has a statistical meaning of physical sign ...
Chern-Simons theory and the fractional quantum Hall effect
... space, and the Poisson structure is mapped into a commutation relations between these operators: {∗, ∗} → −ih̄[∗, ∗]. We have then Ĥ = ih̄∂t , p̂ = −ih̄∇ and x̂ and  act multiplicatively on the quantum states. The hamiltonian reads ...
... space, and the Poisson structure is mapped into a commutation relations between these operators: {∗, ∗} → −ih̄[∗, ∗]. We have then Ĥ = ih̄∂t , p̂ = −ih̄∇ and x̂ and  act multiplicatively on the quantum states. The hamiltonian reads ...
Document
... • Compton showed Dp = hkinitial - hkfinal, so an photon (wave) is particle-like • DeBroglie hypothesized a particle could be wave-like, l = h/p • Davisson and Germer demonstrated wave-like interference phenomena for electrons to complete the duality model L1 January 18 ...
... • Compton showed Dp = hkinitial - hkfinal, so an photon (wave) is particle-like • DeBroglie hypothesized a particle could be wave-like, l = h/p • Davisson and Germer demonstrated wave-like interference phenomena for electrons to complete the duality model L1 January 18 ...
Towards Heisenberg Limit in Magnetometry with
... modulus of the coherent field | 0 | is chosen such that the coincidences coming from SPDC and the coherent fields are equal to each other. The dashed line shows the visibility for the case of photons produced by spontaneous parametric downconversion. ...
... modulus of the coherent field | 0 | is chosen such that the coincidences coming from SPDC and the coherent fields are equal to each other. The dashed line shows the visibility for the case of photons produced by spontaneous parametric downconversion. ...
Some essential questions to be able to answer in Lecturer: McGreevy
... What information does this encode? Under what circumstances does the resulting ρA describe a pure state? 5. The density matrix encodes a probability distribution on state vectors: In its spectral representation X ρ= pa |aiha| a ...
... What information does this encode? Under what circumstances does the resulting ρA describe a pure state? 5. The density matrix encodes a probability distribution on state vectors: In its spectral representation X ρ= pa |aiha| a ...
Quantum Information—S. Lloyd, L. Levitov, T. Orlando, J. H. Shapiro, N.C. Wong
... channels. The problem of maintaining the coherence of quantum information as it is moved from atoms to photons, transported through space, and moved back from photons to atoms, is a difficult one. Exactly because quantum information provides additional opportunities for storing and processing inform ...
... channels. The problem of maintaining the coherence of quantum information as it is moved from atoms to photons, transported through space, and moved back from photons to atoms, is a difficult one. Exactly because quantum information provides additional opportunities for storing and processing inform ...
Topological Coherence and Decoherence
... ‘dissipative W.A.H. model’ (named after Wannier, Az’bel, & Hofstadter’). This is produced by synthesizing elements from 2 simpler models which are very interesting on their own: the W.A.H. model (non-interacting charged particles moving on a 2-d lattice in a uniform magnetic field), and the ‘Schmid ...
... ‘dissipative W.A.H. model’ (named after Wannier, Az’bel, & Hofstadter’). This is produced by synthesizing elements from 2 simpler models which are very interesting on their own: the W.A.H. model (non-interacting charged particles moving on a 2-d lattice in a uniform magnetic field), and the ‘Schmid ...
