Titlebook: Random Matrices and Iterated Random Functions; Münster, October 201 Gerold Alsmeyer,Matthias L?we Conference proceedings 2013 Springer-Verl

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Homogeneity at Infinity of Stationary Solutions of Multivariate Affine Stochastic Recursions unique stationary solution ., which is unbounded. If . > 2, we sketch a proof of the fact that . belongs to the domain of attraction of a stable law which depends essentially of the linear part of the recursion. The proof is based on renewal theorems for products of random matrices, radial Fourier

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Spacings: An Example for Universality in Random Matrix Theorye paper is devoted to explain basic definitions and facts of Random Matrix Theory, culminating in a sketch of the proof of a weak version of convergence for the empirical spacing distribution .. (see (23)).

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