Non-Abelian (Hyperscaling Violating) Lifshitz Black Holes in General Dimensions

Abstract

We consider Einstein gravities coupled to a cosmological constant and multiple $SU(2)$ Yang-Mills fields in general dimensions and find that the theories admit colored Lifshitz solutions with dynamic exponents $z>1$. We also introduce a Maxwell field and construct exact electric charged black holes that asymptote to the $z=D-1$ colored Lifshitz spacetimes and analyse their thermodynamical first law. Furthermore, we introduce a dilaton to the system and construct Lifshitz spacetimes with hyperscaling violations. After turning on the Maxwell field, we obtain a class of hyperscaling violating Lifshitz black holes when $\theta =\frac{2}{D-2}[z-(D-1)]$.

arXiv commentLatex, 12 pages, a published version in PLB

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Cited by in corpus (10)

• Charged scalar quasi-normal modes for linearly charged dilaton-Lifshitz solutions
• Greybody Factors of Holographic Superconductors with $z=2$ Lifshitz Scaling
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• Fermionic field perturbations of a three-dimensional Lifshitz black hole in conformal gravity
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• Several integrals of quaternionic field on hyperbolic matrix space
• Crystalline geometries from fermionic vortex lattice with hyperscaling violation
• Hyperscaling violating Schrodinger black holes in Einstein-Maxwell-scalar theory