标题： 胶微子的C-变形和非平面图 显示英文标题

标题： The C-Deformation of Gluino and Non-planar Diagrams

摘要： 我们考虑一种四维N=1超对称规范理论的形变，我们称之为C-形变，在这种形变中，胶ino场满足由自对偶二维形式决定的类似Clifford代数，而不是标准的Grassmann代数。 形变规范理论的超势能通过相关矩阵模型（或更一般地说，玻色规范理论）的完整划分函数计算得出，包括非平面图。 在这种识别中，二维形式的强度控制矩阵模型划分函数的亏格展开。 对于纯N=1杨-米尔斯理论，这种形变导致在自对偶半径下c=1非临界玻色弦的所有亏格划分函数与胶球超势能的识别。 尽管C-形变破坏了洛伦兹不变性，但形变的F项是洛伦兹不变的，洛伦兹破坏在红外区域被屏蔽。 显示英文摘要

摘要： We consider a deformation of N=1 supersymmetric gauge theories in four dimensions, which we call the C-deformation, where the gluino field satisfies a Clifford-like algebra dictated by a self-dual two-form, instead of the standard Grassmannian algebra. The superpotential of the deformed gauge theory is computed by the full partition function of an associated matrix model (or more generally a bosonic gauge theory), including non-planar diagrams. In this identification, the strength of the two-form controls the genus expansion of the matrix model partition function. For the case of pure N=1 Yang-Mills this deformation leads to the identification of the all genus partition function of c=1 non-critical bosonic string at self-dual radius as the glueball superpotential. Though the C-deformation violates Lorentz invariance, the deformed F-terms are Lorentz invariant and the Lorentz violation is screened in the IR.