# A simple physical picture for quantum control of wave packet localization

## Related Articles

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Quantum compiling addresses the problem of approximating an arbitrary quantum gate with a string of gates drawn from a particular finite set. It has been shown that this is possible for almost all choices of base sets and, furthermore, that the number of gates required for precision âˆˆ is...

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Examines the approximate finite temperature behavior of the Gross-Neveu model effective potential. Use of dimensional and analytic regularization methods in re-examining the Gross-Neveu model; Presentation of regularized effective potential; Results of the D=3 formula analysis.

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In this paper we suggest an approximation to the Wigner Path integral using quantum trajectories. We discuss the results in terms of Bohmâ€™s theory and Takabayasiâ€™s study of the relation between Bohm and Wigner theory. We discuss how this new approach is an approximation to...

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A new approach to the calculation of quantum mechanical Boltzmann averaged reaction rate constants for polyatomic systems is described. The rate constant is obtained by integrating a set of coupled first order temperature-dependent differential equations, the number of which grows linearly with...

- Scalable programmable quantum gates and a new aspect of the additivity problem for the classical capacity of quantum channels. Winter, Andreas // Journal of Mathematical Physics;Sep2002, Vol. 43 Issue 9, p4341
We consider two apparently separated problems: in the first part of the article we study the concept of a scalable (approximate) programmable quantum gate (SPQG). These are special (approximate) programmable quantum gates, with nice properties that could have implications on the theory of...

- Emergence of a stabilization regime in quantum systems subject to a strong laser field and the Kramersâ€“Henneberger approximation. Volkova, E. A.; Popov, A. M.; Smirnova, O. V.; Tikhonova, O. V. // Journal of Experimental & Theoretical Physics;Apr97, Vol. 84 Issue 4, p658
We use the Kramers-Henneberger approximation to investigate the phenomenon of stabilization of quantum systems with short-range potentials in a strong electromagnetic field. We identify the physical limits imposed on our investigation by the use of this approximation, and the ranges of parameter...

- Generalized discrete variable approximation in quantum mechanics[ATOTHER]@f[/ATOTHER]
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). Light, J. C.; Hamilton, I. P.; Lill, J. V. // Journal of Chemical Physics;2/1/1985, Vol. 82 Issue 3, p1400
The formal definition of the generalized discrete variable representation (DVR) for quantum mechanics and its connection to the usual variational basis representation (VBR) is given. Using the one dimensional Morse oscillator example, we compare the â€˜â€˜Gaussian...

- Polyexponential kinetics of chemical reactions in condensed media within the quasiclassical approximation. Basilevsky, M. V.; Davidovitch, G. V. // Journal of Chemical Physics;1/22/1995, Vol. 102 Issue 4, p1607
Polyexponential kinetical behavior typical for condensed phase reactions in highly viscous media is studied on a simple example of one-dimensional diffusion equation with a sink modeling a chemical conversion of reactants. The corresponding polyexponential regime is demonstrated to have a...

- Potential envelopes and the large-N approximation. Hall, Richard L. // Journal of Mathematical Physics;Apr86, Vol. 27 Issue 4, p1027
If E is an eigenvalue of the quantum-mechanical Hamiltonian H= 1/2 Î”+V(r) in N spatial dimensions, then large-N theory, the potential-envelope method, and scale-optimized variational energies all lead to quasiclassical approximations having the same form given by E(Î±) = minr>0[ 1/2...