Abstract

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Numerical results of two-dimensinoal N=(2,2) super Yang-Mills theory

Presenter: Issaku Kanamori — RIKEN

Hidenori Fukaya, Issaku Kanamor, Hiroshi Suzuki and Tomohisa Takimi

We report numerical results of two-dimensional super Yang-Mills theory. We use a model proposed by Suzuki-Taniguchi. The model has no explicit supersymmetry at finite lattice spacing, but according to their argument, N=(2,2) supersymmetry will be recovered in the continuum limit. The action consists of 4-dimensional plaquette action together with one Wilson Dirac fermion, which is dimensionally reduced to 2 dimensions, and a scalar mass term with one fine tuned parameter. We observe some Ward-Takahashi identities for 1pt function and 2pt function. In most cases it is difficult to observe the recovery of the SUSY; 2pt functions suffer from large noise and turn out to be hard to observe. We find at least one good WTi for 1pt function.