Initial problem for heat equation with multisoliton inhomogeneity and one-loop quantum corrections

Details Initial problem for heat equation with multisoliton inhomogeneity and one-loop quantum corrections Initial problem for heat equation with multisoliton inhomogeneity and one-loop quantum corrections

2006-04-20

arxiv.org/abs/quant-ph/0604154v1

Physics

Quantum Physics

5 pages, annual conference of Immanuele Kant State University (former Kaliningrad State University) in 1993

Scientific paper

The generalized zeta-function is built by a dressing method based on the
Darboux covariance of the heat equation and used to evaluate the correspondent
functional integral in quasiclassical approximation. Quantum corrections to a
kink-like solutions of Landau-Ginzburg model are calculated.

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