bordelles7r. 212KB Jun 04 2011 12:08:26 AM
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Abstract: We use Salem’s method [ 13 , 14 ] to prove an inequality of Kwapie´n and Pełczy´nski concerning a lower bound for partial sums of series of bi-orthogonal vectors in a
We then con- sider CM abelian extensions of totally real fields and by combining our earlier considerations with the known validity of the Main Con- jecture of Iwasawa theory we
We study lattice trees, lattice animals, and percolation on non-Euclidean lattices that correspond to regular tessellations of two- and three-dimensional hyperbolic space.. We
In this paper, we prove upper and lower bounds on the free energy in the SK model with multidi- mensional spins in terms of variational inequalities involving the
In Section 2 we summarize results of Malliavin calculus, de- fine the two directional derivatives, in the Wiener and Poison random measure direction, prove their equivalence to
In particular, we prove a strong approximation result for such a random walk which, in turn, enables us to establish strong limit theorems, like the joint Strassen type law of
To state the necessary and sufficient condition, we extend the notion of graph of a random matrix from the fixed support case, that is when the entries are either almost-surely finite
We prove that the relevant B¨acklund transformation preserves the reality of the n -soliton potentials and establish their pole structure with respect to the broadening parameter..
