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Path Integral Semiclassical Time Evolution Amplitude

1 PATH INTEGRAL SEMICLASSICAL TIME EVOLUTION AMPLITUDE [Pg.19]

In this path-integral context, going to find the evolution amplitude of a particle with mass M moving in D dimension under the influence of an external potential V x) its path integral representation within the imaginary-time approach may be assumed (Putz, 2009, 2011b Putz Ori, 2014)  [Pg.19]

Quantum Nanochemistry—Volume IV Quantum Solids and Orderability [Pg.20]

In order to derive the semiclassical approximation of (1.5) the decomposition of the path x(t) into the path average of the end points [Pg.20]

Note the difference between the fluctuation factor //(t)- as a function -in equation (1.9) and the chemical hardness / - as a functional since first one is a local (time dependent) quantum (fluctuation) effect the second stands as a global index of an electronic system, so no confusion should arise. [Pg.20]

Path Integral Semiclassical Time Evolution Amplitude.19... [Pg.1]

See other pages where Path Integral Semiclassical Time Evolution Amplitude is mentioned: [Pg.142]    [Pg.141]    [Pg.121]    [Pg.401]   


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