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Title:
Random Matrix Theory for Wilson Fermions
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Abstract:
We summarize recent results of Random Matrix Theory (RMT) for Wilson fermions. We focus on the Hermitian as well as the non-Hermitian Wilson Dirac operator and provide analytical and numerical results of their eigenvalue densities. The results span both QCD and QCD-like theories. We conclude by utilizing the analytical RMT formulae in order to extract Low Energy Constants of Quantum Chromodynamics from a dynamical simulation of Twisted Mass Wilson fermions on the lattice.
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