Localization for random Schrödinger operators with Poisson potential
Günter Stolz (1995)
Annales de l'I.H.P. Physique théorique
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Displaying similar documents to “Localization for Schrödinger operators with Poisson random potential”
Localization for random Schrödinger operators with Poisson potential
Remarks on the Poisson stochastic process (III) (On a property of the homogeneous Poisson process)
C. Ryll-Nardzewski (1954)
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Poisson perturbations
Andrew D. Barbour, Aihua Xia (2010)
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Stein's method is used to prove approximations in total variation to the distributions of integer valued random variables by (possibly signed) compound Poisson measures. For sums of independent random variables, the results obtained are very explicit, and improve upon earlier work of Kruopis (1983) and Čekanavičius (1997); coupling methods are used to derive concrete expressions for the error bounds. An example is given to illustrate the potential for application to sums of dependent...
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Francis Nier (1990)
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Convergence in distribution for subset counts between random sets.
Stark, Dudley (2004)
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Remarks on conditional moments of the free deformed Poisson random variables
Wiktor Ejsmont (2011)
Banach Center Publications
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We will show that the conditional first moment of the free deformed Poisson random variables (q = 0) corresponding to operators fulfilling the free relation is a linear function of the regression and the conditional variance also is a linear function of the regression. For this purpose we will first demonstrate some properties of the Wick product and then we will concentrate on the free deformed Poisson random variables.