Liouville Field Theory: Ist and Poisson Bracket Structure

Dzhordzhadze, G.P.; Pogrebkov, A.K.; Polivanov, M.S.; Talalov, S.V.

doi:10.1088/0305-4470/19/1/015

Liouville Field Theory: Ist and Poisson Bracket Structure

1986

19 pages

Published in:

J.Phys.A 19 (1986) 121-139

DOI:

10.1088/0305-4470/19/1/015

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Abstract: (IOP)

The general solution for the Liouville equation with any given number N of singularities is considered. With the help of the inverse scattering transform method (IST) the set of regular continuous and discrete canonical variables is derived. The dynamical generators of Poincare and dilatation groups and N-soliton solutions are constructed in terms of these variables.

FIELD EQUATIONS: LIOUVILLE
INVERSE SCATTERING METHOD
FIELD EQUATIONS: SOLITON
CHARGE: TOPOLOGICAL
TRANSFORMATION: LORENTZ
TENSOR: ENERGY-MOMENTUM

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