High Quality Content by WIKIPEDIA articles! Michael Aizenman is a mathematician and a physicist at Princeton University working in the fields of mathematical physics, statistical mechanics, functional analysis and probability theory. The highlights of his work include: the triviality of a class of scalar quantum field theories in more than four dimensions; a description of the phase transition in the Ising model in three and more dimensions; the sharpness of the phase transition in percolation theory; a method for the study of spectral and dynamical localization for random Schrodinger operators; and insights concerning conformal invariance in two-dimensional percolation.

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