You are currently offline. Some features of the site may not work correctly.

Corpus ID: 239016460

Symmetry break in a scalar field theory in a $(1 + 1)$-spacetime

@inproceedings{Filho2021SymmetryBI,
title={Symmetry break in a scalar field theory in a \$(1 + 1)\$-spacetime},
author={Gilberto N. Santos Filho},
year={2021}
}

In this work we are considering a relativistic scalar field theory in a (1 + 1) Minkowski spacetime for a class of periodic potentials. These potentials exhibit solutions known as kinks and antikinks with topological charges, energy density and mass dependent of the potentials parameters. We break the symmetry from a vacuum expectation value (vev) zero for a non zero vev, that means that the supersymmetry (SUSY) and internal symmetry are also spontaneously broken.

The generalization of the two-dimensional soliton to four space-time dimensions is a magnetic monopole. If the Higgs field lies in the adjoint representation electric and magnetic chargesq andg can… Expand

Part I. Before Supersymmetry: 1. Phases of gauge theories 2. Kinks and domain walls 3. Vortices and flux tubes (strings) 4. Monopoles and skyrmions 5. Instantons 6. Isotropic ferromagnet: O(3) sigma… Expand

The Nonlinear Schrodinger Equation (NS Model).- Zero Curvature Representation.- The Riemann Problem.- The Hamiltonian Formulation.- General Theory of Integrable Evolution Equations.- Basic Examples… Expand