Composite p-Branes in Diverse Dimensions
arXiv:hep-th/9611026 · doi:10.1088/0264-9381/14/11/004
Abstract
We use a simple algebraic method to find a special class of composite p-brane solutions of higher dimensional gravity coupled with matter. These solutions are composed of n constituent p-branes corresponding n independent harmonic functions. A simple algebraic criteria of existence of such solutions is presented. Relations with D=11,10 known solutions are discussed.
11 pages, latex, emlines2.sty; corrections in Sect.4
References in corpus (8)
- Overlapping Branes in M-Theory
- Classical and quantum N=2 supersymmetric black holes
- No-force condition and BPS combinations of p-branes in 11 and 10 dimensions
- Absorption of Fixed scalars and the D-brane Approach to Black Holes
- Kaluza-Klein on the Brane
- Composite black holes in external fields
- p-Brane Solutions in Diverse Dimensions
- Four-dimensional High-Branes as Intersecting D-Branes
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- Majumdar-Papapetrou Type Solutions in Sigma-model and Intersecting p-branes
- Exotic E11 branes as composite gravitational solutions
- Black branes on the linear dilaton background
- A New Model of Holographic QCD and Chiral Condensate in Dense Matter
- Composite p-branes on Product of Einstein Spaces
- Sigma-model Solutions and Intersecting p-Branes Related to Lie Algebras
- On spherically symmetric solutions with horizon in model with multicomponent anisotropic fluid