By Johannes Bisschop, Alexander Meeraus (auth.), Jean-Louis Goffin, Jean-Marc Rousseau (eds.)
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It is: E E a,(f) Average storage/communication cost = f E F i~N E E E pEP f ~ F iEN i~N This ratio has been assumed as a reasonable figure for the relative value of storage and communication costs. Note that, since storage costs include the updating cost for each file, for fixed storage costs this ratio represents a measure of the relative value of updating traffic demand and query traffic demand in the network. In the third column the ratio between the total storage cost for the files and the total communication costs in the final solution is given.
6), and could be dropped from the model. In heterogeneous networks it is possible that a given program p (file f) cannot 42 P, Carraresi and G. Gallo/ Optimal location of files be allocated in a given node j (k); in this case it is enough to give value zero to the corresponding components of u(p) (v(f)). 7) define a feasible flow on the network of Fig. 2, where node j (k) is deleted if ui(p) = 0 (vk(f) = 0). Now consider the update traffic. For each f E F, let N s denote the set of nodes from which it is allowed to update f.
There is, of course, great uncertainty associated with the availability of surface water, and estimates are based on long-term averages and worst cases. The uncertainty associated with the amount of rainfall is not so important as its contribution to the overall water supply is almost negligible. Given the nature of the labor and capital markets in Pakistan, it is assumed that there are no labor or capital links between polygons. This implies that the only links between the polygons are the underground flows between them.
Applications by Johannes Bisschop, Alexander Meeraus (auth.), Jean-Louis Goffin, Jean-Marc Rousseau (eds.)