The unitary group describing the evolution of the quantum fluctuation around any classic phase orbit has a perturbative strongly asymptotic expansion in the small parameter h z.shtsls; 1 2. Likewise, the mean values of the observables position and momentum in suitable time-dependent states have an asymptotic expansion in h z.shtsls; 1 2, whose zeroth-order term satisfies the classic canonical equations. Similar expansions are found for the squared quantum dispersions. © 1985.
Zucchini R. (1985). Asymptotic h z.shtsls; 1 2-expansions in classic particle limit of non-relativistic quantum mechanics. ANNALS OF PHYSICS, 159(1), 199-219 [10.1016/0003-4916(85)90198-8].
Asymptotic h z.shtsls; 1 2-expansions in classic particle limit of non-relativistic quantum mechanics
Zucchini R.Primo
1985
Abstract
The unitary group describing the evolution of the quantum fluctuation around any classic phase orbit has a perturbative strongly asymptotic expansion in the small parameter h z.shtsls; 1 2. Likewise, the mean values of the observables position and momentum in suitable time-dependent states have an asymptotic expansion in h z.shtsls; 1 2, whose zeroth-order term satisfies the classic canonical equations. Similar expansions are found for the squared quantum dispersions. © 1985.I documenti in IRIS sono protetti da copyright e tutti i diritti sono riservati, salvo diversa indicazione.
