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A classical problem concerning systems of diagonal forms over p -adic fields involves finding an explicit relation between the degree of the forms and the number of variables that
thesis [1] in which the structure of these modular unit groups and their associated cus- pidal divisor class groups are also characterized, and a cuspidal divisor class number
Since its intrinsic metric of this Dirichlet form is just the L 2 -Wasserstein distance on P , this process is usually called Wasserstein diffusion... We shall only prove (i), and
Key words: Brownian sheet, functional central limit theorem, Hölder space, invariance princi- ple, triangular array, summation process.. AMS 2000 Subject Classification:
On one hand, it is shown in [ 13 ] that the mirror coupling is a unique maximal Markovian coupling when there exists a reflection structure in more general framework than Theorem
A remarkable and well known result is that the harmonic measure of a transient nearest neighbor random walk on a finitely generated free group is Markovian [6, 19, 25].. This can
This Gaussian concentration is derived from a Gaussian upper bound of the density of the scheme and a modification of the so-called “Herbst argument” used to prove Logarithmic
The key point is to exploit the strong parallel between the new technique introduced by Bass and Perkins [2] to prove uniqueness of the martingale problem in the framework
