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Professor Friedrich Gtze (Universitt Bielefeld):"Geometry of Numbers and the Central Limit Theory"

am 26.04.2012 um 16:30h im Raum M5

The accuracy of approximation of the distribution of sums of independent random vectors by Gaussian distributions is fundamental for many applications. In particular approximations of the distribution of norms of such sums are of interest. It is shown how progress in this question is closely linked to classical problems in the geometry of numbers for balls and ellipsoids by Landau and Hardy. Recent optimal results in lattice point problems and the equidistribution on orbits of unipotent subgroups have led to progress in this problem for dimension 5 and larger.


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26.04.2012 Poster_Goetze.pdf
Angelegt am 20.03.2012 12:37:51 von Mandy Beier
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