QUANTUM DYNAMICS OF FINITE LEVEL SYSTEMS – MARKOVIANITY CRITERIA

Dariusz Chruściński, Andrzej Kossakowski

A.I. Vdovin, Aleksej Nikolaevich Storozhenko

Z. Kanokov

Brian Thorndyke

) vs. time, for the Li-surface system. . 554{11 Expectation of position and dispersion for the Na-surface system. . . 564{12 Expectation of momentum and dispersion for the Na-surface system. 574{13 Density function ˆ(R) for the Na-surface system. . . . . . . . . . . . 584{14 Potential curves for the dual avoided crossing collision. . . . . . . . . 614{15 Populations 

Gianpaolo Torre

P. Shanta, S. Chaturvedi, Ashok Kumar Kapoor +1 more

We consider para-Bose and para-Fermi oscillators within the framework of thermofield dynamics. For these systems, we construct the transformation relating the thermal vacuum state to the zero temperature vacuum. This construction makes use of a nonlinear realization of the single mode para-Bose (para-Fermi) algebra in terms of a single boson.