vol-12-all. 4902KB Jun 04 2011 12:03:54 AM
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The proof serves to demonstrate two innovations: a strong re- pulsion principle for integer points on curves of positive genus, and a number-theoretical analogue of Sanov’s theorem
Several classical results on spanning trees, including Wilson’s algorithm, follow easily, as well as a method to construct random Hamiltonian cycles..
Similar remarks apply to the Gaussian ensembles: in Dyson’s work [Dy62] it turned out that, in contrast to the complex case, the process version of the Gaussian orthogonal ensemble
The product of subsequent partial sums of independent, identically distributed, square inte- grable, positive random variables is asymptotically lognormal.. The result extends in
Keywords: Random matrix, concentration of measure, empirical distribution,
A central limit theorem for random walk in a random environment on marked Galton-Watson trees.. Gabriel
The previous simple remarks made, now the following Theorem immediately implies that there are infinitely many Fermat composite numbers and the Fermat composite conjecture is only
We now consider the following example of probabilistic ϕ-2-normed space having as base spaces sets of random variables with values in a Banach algebra.. The study of
