TL;DR
This paper reviews recent advances in non-Abelian solitons and black holes coupled with gravity, highlighting new solutions and phenomena such as gravitational monopole binding, non-trivial black hole topologies, and holographic applications.
Contribution
It introduces new classes of solutions including asymptotically AdS lumps and non-Abelian Born-Infeld configurations, expanding the understanding of gravitational non-Abelian field theories.
Findings
Discovery of gravitational binding of monopoles
Identification of black holes with non-trivial topology
Solutions relevant to holography and string theory
Abstract
Recent progress in the study of solitons and black holes in non-Abelian field theories coupled to gravity is reviewed. New topics include gravitational binding of monopoles, black holes with non-trivial topology, Lue-Weinberg bifurcation, asymptotically AdS lumps, solutions to the Freedman-Schwarz model with applications to holography, non-Abelian Born-Infeld solutions
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