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We extend the Stochastic Subscriber Line Model by the introduction of shortest-path trees which are obtained by splitting up the segment system of the typical serving zone at its crossings and endings. Due to reasons in the complex field of cost and capacity estimation in telecommunication networks, it is desirable to gain knowledge about distributional(More)
Shortest-path trees play an important role in the field of optimising fixed-access telecommunication networks with respect to costs and capacities. Dis-tributional properties of the corresponding two half-trees originating from the root of such a tree are of special interest for engineers. In the present paper, we derive parametric approximation formulas(More)
When arithmetic components are parallelized, fault-prone interconnections can tamper results significantly.A dvances in feature size shrinking lead to as teady increase of errors caused by faulty transmission. We suggest to employresilient data encoding schemes to offset these negative effects. Focusing on parallel signed-digit based arithmetic, frequently(More)
When arithmetic components are parallelized, fault-prone interconnections can tamper results significantly.C onstantly progressing technology scaling leads to as teady increase of errors caused by faulty transmission. Resilient data encoding schemes can be used to offset these negative effects. Focusing on parallel signed-digit based arithmetic frequently(More)
Distributional properties and a simulation algorithm for the Palm version of stationary iterated tessellations are considered. In particular we study the limit behavior of functionals related to Cox-Voronoi cells (such as typical shortest path lengths) if either the intensity γ0 of the initial tessellation or the intensity γ1 of the component tessellation(More)