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... which come from a simple analysis of the long-time scaling are confirmed. In particular we do not get the same phase diagram, as we now see … ...
... which come from a simple analysis of the long-time scaling are confirmed. In particular we do not get the same phase diagram, as we now see … ...
Lecture 14 Thermodynamic Properties
... vibrational states, rotational states, and translational states. Let ∆ǫ be the spacing between energy levels in each of these states. In general, the sequence of level spacings go as: ∆ǫn > ∆ǫe > ∆ǫv > ∆ǫr > ∆ǫt . The energy level spacings are the determining factor in treating the system classicall ...
... vibrational states, rotational states, and translational states. Let ∆ǫ be the spacing between energy levels in each of these states. In general, the sequence of level spacings go as: ∆ǫn > ∆ǫe > ∆ǫv > ∆ǫr > ∆ǫt . The energy level spacings are the determining factor in treating the system classicall ...
Constructing mehod of 2-EPP with different quantum error correcting
... the present paper, we consider EPPs constructed from two (or more) quantum error correcting codes and show that our method has higher performance in comparison with those using individual codes. ...
... the present paper, we consider EPPs constructed from two (or more) quantum error correcting codes and show that our method has higher performance in comparison with those using individual codes. ...
Stochastic Schrödinger equations
... It has long been recognized that continuous time measurements cannot be described by the standard projection postulate of quantum mechanics. In the late 60s, beginning 70s, Davies developed a theory for continuous time measurement [15] culminating in his book [16]. His mathematical work became known ...
... It has long been recognized that continuous time measurements cannot be described by the standard projection postulate of quantum mechanics. In the late 60s, beginning 70s, Davies developed a theory for continuous time measurement [15] culminating in his book [16]. His mathematical work became known ...
Magnetic-Field Manipulation of Chemical Bonding in Artificial
... φL (r1 )φL (r2 ), φL (r1 )φR (r2 ), φR (r1 )φL (r2 ), φR (r1 )φR (r2 ) of the 1s orbitals of the separated QDs. This Hubbard-type method [19] (as well as the refinement employed by Ref. [20] of enlarging the minimal two-electron basis to include the p orbitals of the separated QDs) is an improvement ...
... φL (r1 )φL (r2 ), φL (r1 )φR (r2 ), φR (r1 )φL (r2 ), φR (r1 )φR (r2 ) of the 1s orbitals of the separated QDs. This Hubbard-type method [19] (as well as the refinement employed by Ref. [20] of enlarging the minimal two-electron basis to include the p orbitals of the separated QDs) is an improvement ...
ppt
... S. L. Braunstein, C. M. Caves, and G. J. Milburn, Ann. Phys. 247, 135 (1996). V. Giovannetti, S. Lloyd, and L. Maccone, PRL 96, 041401 (2006). ...
... S. L. Braunstein, C. M. Caves, and G. J. Milburn, Ann. Phys. 247, 135 (1996). V. Giovannetti, S. Lloyd, and L. Maccone, PRL 96, 041401 (2006). ...
Unbounded operators and the incompleteness of quantum mechanics
... a great deal of collective effort.³ Still the reader may wonder whether one can’t use a Hermitian operator with an ill-defined domain and this be good enough for most practical purposes. Again the answer is “no”. One reason is that only self-adjoint operators will generate the one parameter unitary ...
... a great deal of collective effort.³ Still the reader may wonder whether one can’t use a Hermitian operator with an ill-defined domain and this be good enough for most practical purposes. Again the answer is “no”. One reason is that only self-adjoint operators will generate the one parameter unitary ...
Steady-state entanglement of two atoms created by classical driving
... To determine the settings, leading to the maximum possible amount of entanglement in the system under consideration, we choose ⍀ = E2, where is a dimensionless constant to be determined upon the maximization of concurrence. This factor in the Lamb-Dicke limit can be represented as follows: ...
... To determine the settings, leading to the maximum possible amount of entanglement in the system under consideration, we choose ⍀ = E2, where is a dimensionless constant to be determined upon the maximization of concurrence. This factor in the Lamb-Dicke limit can be represented as follows: ...
Manifestly Covariant Functional Measures for Quantum Field Theory
... showed that a covariant measure for the scalar field can be obtained by including an additional factor in the phase space measure. Toms’ approach was applied to spinor and vector fields by Basler[5]. However, Toms’ approach loses contact with canonical quantization where unitarity is manifest and th ...
... showed that a covariant measure for the scalar field can be obtained by including an additional factor in the phase space measure. Toms’ approach was applied to spinor and vector fields by Basler[5]. However, Toms’ approach loses contact with canonical quantization where unitarity is manifest and th ...
A Model on Genome Evolution
... Classical phase means the smooth evolution obeying the classical deterministic law, while the quantum phase means the sudden evolution obeying the quantum stochastic law. The present model of genome evolution predicts the alternating occurrence of both phases. Many different estimates for the rate o ...
... Classical phase means the smooth evolution obeying the classical deterministic law, while the quantum phase means the sudden evolution obeying the quantum stochastic law. The present model of genome evolution predicts the alternating occurrence of both phases. Many different estimates for the rate o ...
Quantum Physics Lecture Notes
... mental constant with units J · s, such relations between frequency and energy and between wavelength and momentum can be written down. For the same reasons for which one introduces the angular frequency and the wave number, we will often use the ...
... mental constant with units J · s, such relations between frequency and energy and between wavelength and momentum can be written down. For the same reasons for which one introduces the angular frequency and the wave number, we will often use the ...
