Abstract
Abstract The results developped in this paper present a floe-control policy in a non deterministic environment; replenishment levels are computed in order to bound to a given epsilon (control-parameter of the model) the probability of going out of stock, whereas the demand is supposed to be the accomplishment of a random normal variable. It is then shown that these replenishments are normal too and that it is possible to adapt this policy to any floe-shop system as long as it has been previously modelized as net of tools and buffers. In that case, we shoe that it is possible to choose the control-parameters assigned to each “tool” in order to minimize the global inventory cost
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