Keks Wilhelm. 305KB Jun 04 2011 12:09:05 AM
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For this case the exact solution of the problem, the numerical one obtained with constant boundary elements as in section 3, and the numerical solution obtained for the case of
As pointed out in [2], an x-equilibrium stress exists if every interior edge lies on some x-monotone path, whose endpoints are boundary vertices.. Let us assume that we have
In Section 2, using a standard computation, we give the basic Fibonacci-Horner basis , as well as the relationship between the matrixexponential and the system of fundamental
We include a Matlab program to generate Krein spaces numerical ranges of arbitrary complex matrices that treats the degenerate cases and represents the boundary generating curves..
A class of discrete renewal processes with exponentially decaying inter-arrival distributions coincides with the infinite volume limit of general homogeneous pinning models in
Our comments do not include the literature on equations with solutions that are distributions on Wiener space (see [HØUZ96], [NZ89] and [NR97] which treats the parabolic Anderson
We show how a description of Brownian exponential functionals as a renewal series gives access to the law of the hitting time of a square-root boundary by a Bessel
the coupling: once the processes X t and Y t have coupled, they can either move together until one of them hits the boundary ( sticky mirror coupling - this is in fact the
