Solutions of the Modified Chiral Model in (2+1) Dimensions
arXiv:hep-th/9802122 · doi:10.1063/1.532414
Abstract
This paper deals with classical solutions of the modified chiral model on . Such solutions are shown to correspond to products of various factor which we call time-dependent unitons. Then the problem of solving the system of second-order partial differential equations for the chiral field is reduced to solving a sequence of systems of first-order partial differential equations for the unitons.
11 pages + 3 figures, Latex, to appear in Journal of Mathematical Physics
Cited by in corpus (18)
- Dynamics of Nontopological Solitons - Q Balls
- Scattering of Noncommutative Solitons in 2+1 Dimensions
- Integrable Noncommutative Sine-Gordon Model
- Soliton-Antisoliton Scattering Configurations in a Noncommutative Sigma Model in 2+1 Dimensions
- The Energy of Scattering Solitons in the Ward Model
- Topology and Energy of Time Dependent Unitons
- Moduli-Space Dynamics of Noncommutative Abelian Sigma-Model Solitons
- Exact time dependent Hopf solitons in 3+1 dimensions
- Scattering of magnetic solitons in two dimensions
- Lagrangian Formulation of the General Modified Chiral Model
- Dispersionless limit of the noncommutative potential KP hierarchy and solutions of the pseudodual chiral model in 2+1 dimensions
- Integrable Yang-Mills-Higgs Equations in 3-Dimensional De Sitter Space-Time
- Compactified Twistor Fibration and Topology of Ward Unitons
- Non-anticommutative solitons
- Bogomolny Yang-Mills-Higgs Solutions in (2+1) anti-de Sitter Space
- Scattering of Noncommutative Waves and Solitons in a Supersymmetric Chiral Model in 2+1 Dimensions
- The Cauchy problem of the Ward equation with mixed scattering data
- Non-trivial Soliton Scattering in Planar Integrable Systems