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    • Universality of random matrices and local relaxation flow 

      Erdos, Laszlo; Schlein, Benjamin; Yau, Horng-Tzer (Springer Nature, 2010)
      Consider the Dyson Brownian motion with parameter β, where β=1,2,4 corresponds to the eigenvalue flows for the eigenvalues of symmetric, hermitian and quaternion self-dual ensembles. For any β≥1, we prove that the relaxation ...