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Title:
Exact results in the Random Matrix Theory approach to the theory of chaotic cavities
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Abstract:
Random Matrix Theory has been used extensively to compute physical quantities related to charge fluctuations in the scattering of a particle through a chaotic cavity. In this talk we will present some results concerning the conductance, shot notice and the Wigner time delay. Our computations involve all the three symmetry classes (beta=1,2 and 4) and are exact for arbitrary number of open channels (finite matrix dimension).
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