Multidimensional Extremal Dilatonic Black Holes in String-like Model with Cosmological Term
arXiv:hep-th/9603107 · doi:10.1016/0370-2693(96)00710-1
Abstract
A string-like model with the "cosmological constant" is considered. The Maki-Shiraishi multi-black-hole solution \cite{MS1} is generalized to space-times with a Ricci-flat internal space. For the obtained solution in the one-black-hole case is shown to coincide with the extreme limit of the charged dilatonic black hole solution \cite{BI,BM}. The Hawking temperature for the solution \cite{BI,BM} is presented and its extreme limit is considered. For the string value of dilatonic coupling the temperature does not depend upon the internal space dimension.
8 pages, LaTex. Submitted to Physics Letters B
References in corpus (12)
- Cosmological Multi-Black Hole Solutions
- Global properties of static spherically symmetric charged dilaton spacetimes with a Liouville potential
- Multi-black hole solutions in cosmological Einstein-Maxwell-dilaton theory
- Moduli space metric for maximally-charged dilaton black holes
- Cosmic Censorship and the Dilaton
- Multicentered solution for maximally charged dilaton black holes in arbitrary dimensions
- Multitemporal generalization of the Tangherlini solution
- ON SPHERICALLY SYMMETRIC SOLUTIONS IN D-DIMENSIONAL DILATON GRAVITY
- Mass Bounds for Multidimensional Charged Dilatonic Black Holes
- On Black Hole Stability in Multidimensional Gravity
- Quantum Effects near Charged Dilatonic Black Holes
- Extremal Black Holes and Strings in Linear Dilaton Vacua
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