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Supersymmetric Calogero and Calogero-Sutherland models from gauging

机译:Supersymmetric Calogero和Calogero-Sutherland模型从衡量测量

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We describe how the new kinds of N = 2 and N = 4 supersymmetric extensions of the rational and hyperbolic Calogero models can be derived by gauging U(n) symmetry of the appropriate superfield matrix models. These systems feature non-standard numbers N n~2 of physical fermionic variables as compared with N n in the standard case. An essential ingredient of N = 4 models is the necessary presence of semi-dynamical spin variables described by d = 1 Wess-Zumino terms. The bosonic cores of N = 4 models are U(2) spin Calogero and Calogero-Sutherland models. In the hyperbolic case two non-equivalent N = 4 extensions exist, with and without the interacting center-of-mass coordinate in the bosonic sector. The talk is based on joint works with Sergey Fedoruk and Olaf Lechtenfeld.
机译:我们描述了如何通过衡量适当的超字阵矩阵模型的U(n)对称性来导出Rational和双曲型Calogero模型的新类型N = 2和N = 4超对称扩展。 与标准情况下的N N相比,这些系统具有非标准的物理FEMIONIC变量的N N〜2。 n = 4模型的必要成分是D = 1 WESS-Zumino术语描述的半动态自旋变量的必要存在。 n = 4型型号的旋转核心是U(2)Spin Calogero和Calogero-Sutherland模型。 在双曲线情况下,存在两个非等效的n = 4延伸,在挥霍扇区中有和没有相互作用的质量坐标。 谈话是基于与Sergey Fedoruk和Olaf Lechtenfeld的联合工作。

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