N = 1, D = 2 supermembrane in the coset approach
N = 1, D = 2 supermembrane in the coset approach
复制标题
陪集方法中的 N = 1、D = 2 超膜
DOI：
10.1016/s0370-2693(99)00314-7
复制
发表时间：
1999
影响因子：
4.4
通讯作者：
S. Krivonos
中科院分区：
文献类型：
--
作者：
E. Ivanov;S. Krivonos
在非线性实现方法中，N = 1，D = 4的超膜（在平坦背景中）和与之对偶的超D2-膜被描述为部分超对称破缺N = 1，D = 4 → N = 1，d = 3的理论。我们构造了相关的不变的离壳Goldstone超场作用量，并证明了它们是对偶的。它们的玻色子核分别是静态规范的Nambu-Goto作用量和d = 3的Born-Infeld作用量。超膜超场运动方程承认一个透明的几何解释，建议标准的超嵌入约束的扩展。简要讨论了N = 1，D = 5超对称性沿沿着相似线的1 - 4破缺.
The N = 1, D = 4 supermembrane (in a flat background) and super D2-brane dual to it are described within the nonlinear realizations approach as theories of the partial supersymmetry breaking N = 1, D = 4 → N = 1, d = 3. We construct the relevant invariant off-shell Goldstone superfield actions and demonstrate them to be dual to each other. Their bosonic cores are, respectively, the static-gauge Nambu-Goto and d = 3 Born-Infeld actions. The supermembrane superfield equation of motion admits a transparent geometric interpretation suggesting an extension of the standard superembedding constraints. We briefly discuss the 1 4 breaking of N = 1, D = 5 supersymmetry along similar lines.