paper

M-brane bound states and the supersymmetry of BPS solutions in the Bagger-Lambert theory

arXiv:0809.0856 · doi:10.1142/S0217751X0904631X

Abstract

We continue our study of BPS equations and supersymmetric configurations in the Bagger-Lambert theory. The superalgebra allows three different types of central extensions which correspond to compounds of various M-theory objects: M2-branes, M5-branes, gravity waves and Kaluza-Klein monopoles which intersect or have overlaps with the M2-branes whose dynamics is given by the Bagger-Lambert action. As elementary objects they are all 1/2-BPS, and multiple intersections of -branes generically break the supersymmetry into , as it is well known. But a particular composite of M-branes can preserve from 1/16 up to 3/4 of the original supersymmetries as previously discovered. In this paper we provide the M-theory interpretation for various BPS equations, and also present explicit solutions to some 1/2-BPS equations.

20 pages;v2 refs added;v3 refs added. typos corrected

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