Particle-like solutions to the Yang--Mills-dilaton system in d=4+1 dimensions

Abstract

We construct static solutions to a SU(2) Yang--Mills (YM) dilaton model in 4+1 dimensions subject to bi-azimuthal symmetry. The YM sector of the model consists of the usual YM term and the next higher order term of the YM hierarchy, which is required by the scaling condition for the existence of finite energy solutions. The basic features of two different types of configurations are studied, corresponding to (multi)solitons with topological charge $n^2$, and soliton--antisoliton pairs with zero topological charge.

arXiv comment17 pages, 6 figures; v2: typos corrected, references added; v3: minor changes, matches published version

References in corpus (16)

• The structure of maximally supersymmetric Yang-Mills theory: constraining higher-order corrections
• Born-Infeld action, supersymmetry and string theory
• Monopole-Antimonopole Chains and Vortex Rings
• Monopole--Antimonopole Chains
• Monopoles, Antimonopoles and Vortex Rings
• Higher order curvature generalisations of Bartnick-McKinnon and coloured black hole solutions in $d=5$
• Particle-like solutions to higher order curvature Einstein--Yang-Mills systems in d dimensions
• Einstein-Yang-Mills solutions in higher dimensional de Sitter spacetime
• No hair conjecture, nonabelian hierarchies and anti-de Sitter spacetime
• Gravitating Monopole--Antimonopole Chains and Vortex Rings
• On the supersymmetric non-abelian Born-Infeld action
• Regular solutions to higher order curvature Einstein--Yang-Mills systems in higher dimensions
• Features of gravity-Yang-Mills hierarchies in d-dimensions
• Self-dual instanton and nonself-dual instanton-antiinstanton solutions in $d=4$ Yang-Mills theory
• Static, spherically symmetric solutions of Yang-Mills-Dilaton theory
• Regular and black hole solutions to higher order curvature Einstein--Yang-Mills--Grassmannian systems in 5 dimensions

Cited by in corpus (4)

• Thermodynamic description and quasinormal modes of adS black holes in Born-Infeld massive gravity with a non-abelian hair
• Topological Black Holes of Einstein-Yang-Mills dilaton Gravity
• Goldstone models in D+1 dimensions, D=3,4,5, supporting stable and zero topological charge solutions
• d=4+1 gravitating nonabelian solutions with bi-azimuthal symmetry