jpb467377f1_online.jpg (22.53 kB)

Solution of the variational equation (130) for ar{f}_1=1

Download (0 kB)
figure
posted on 05.08.2013 by Hagen Kleinert

Figure 1. Solution of the variational equation (130) for \bar{f}_1=1. The dotted curves show the pure large-y behaviour.

Abstract

While free and weakly interacting nonrelativistic particles are described by a Gross–Pitaevskii equation, which is a nonlinear self-interacting Schrödinger equation, the phenomena in the strong-coupling limit are governed by an effective action that is extremized by a double-fractional generalization of this equation. Its particle orbits perform Lévy walks rather than Gaussian random walks.

History

Licence

Exports

Logo branding

Licence

Exports