M-BRANE BOUND STATES AND THE SUPERSYMMETRY OF BPS SOLUTIONS IN THE BAGGER–LAMBERT THEORY
M-BRANE BOUND STATES AND THE SUPERSYMMETRY OF BPS SOLUTIONS IN THE BAGGER–LAMBERT THEORY
复制标题
M-膜束缚态和 BAGger-Lambert 理论中 BPS 解的超对称性
DOI：
--
复制
发表时间：
2008
期刊：
影响因子：
--
通讯作者：
Jeong
中科院分区：
文献类型：
--
作者：
Imtak Jeon;Jongwook Kim;Nakwoo Kim;Bum;Jeong
我们继续研究 Bagger-Lambert (BL) 理论中的 BPS 方程和超对称构型。超代数允许三种不同类型的中心扩展，对应于各种 M 理论对象的复合：M2 膜、M5 膜、重力波和 Kaluza-Klein 单极子，它们与 M2 膜相交或重叠，其动力学由 BL 作用给出。作为基本物体，它们都是 1/2-BPS，众所周知，n 膜的多个交叉点通常将超对称性打破为 1/2n。但正如之前所发现的，一种特殊的 M 膜复合物可以保留 1/16 到 3/4 的原始超对称性。在本文中，我们提供了各种 BPS 方程的 M 理论解释，并且还给出了一些 1/2-BPS 方程的显式解。
We continue our study of BPS equations and supersymmetric configurations in the Bagger–Lambert (BL) 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 BL action. As elementary objects they are all 1/2-BPS, and multiple intersections of n-branes generically break the supersymmetry into 1/2n, 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.
影响因子：
3.5
作者：
I. Bandos;P. Townsend
通讯作者：
I. Bandos;P. Townsend