Eigenvalue Distributions and Geometry of Banach Spaces |
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Authors: | A. Pietsch |
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Abstract: | We consider the sums Z(n) of i.i.d. random vectors taking values in a d-dimensional Euclidean space. It is assumed that the so-called CRAMER condition holds in a neighbourhood of the origin. We establish lower bounds for the large deviation probabilities P(Z(n) ? A) with A belonging to a large class of sets. |
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