On Bogomolny equations in the Skyrme model

Abstract

Using the concept of strong necessary conditions (CSNC), we derive a complete decomposition of the minimal Skyrme model into a sum of three coupled BPS submodels with the same topological bound. The bounds are saturated if corresponding Bogomolny equations, different for each submodel, are obeyed.

References in corpus (2)

• The existence of Bogomolny decompositions for gauged baby Skyrme models
• On Bogomolny equations in generalized gauged baby BPS Skyrme models

Cited by in corpus (1)

• Non-Hermitian gauge field theories and BPS limits