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An operational distinction between quantum entanglement and classical non-separability. [PDF]
Korolkova N, Sánchez-Soto L, Leuchs G.
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Refraction of the Two-Photon Multimode Field via a Three-Level Atom. [PDF]
Harborth T, Rostovtsev Y.
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An Open Quantum System Interacting with an Interference Engineering Environment. [PDF]
Wang H, Wang J.
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Quantum-Electrodynamical Density-Functional Theory Exemplified by the Quantum Rabi Model. [PDF]
Bakkestuen VH+5 more
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Emergence of opposing arrows of time in open quantum systems. [PDF]
Guff T, Shastry CU, Rocco A.
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On q-analogues of the quantum harmonic oscillator and the quantum group SU(2)q
, 1989The quantum group SU(2)q is discussed by a method analogous to that used by Schwinger to develop the quantum theory of angular momentum. Such theory of the q-analogue of the quantum harmonic oscillator, as is required for this purpose, is developed.
A. Macfarlane
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Quantum kinematics of the harmonic oscillator
Journal of Mathematical Physics, 1986The formalism of non-Abelian quantum kinematics is applied to the Newtonian symmetry group of the harmonic oscillator. Within the regular ray representation of the group, the Schrödinger operator, as well as two other (new) invariant operators, are obtained as Casimir operators of the extended kinematic algebra. Superselection rules are then introduced,
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The Quantum Harmonic Oscillator
2018The oscillator Hamiltonian in the coordinate representation is: $$\hat{H} = {p^{2} \over 2m} +\frac{1}{2} m \omega ^{2} x^{2}.$$
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