With a view to increasing the efficiency of operations, we investigate a bottleneck in an inventory system composed of the following subsystems: production, transport, storage, and receiver. A system of differential equations is introduced for the probabilities of the low states of a process controlled by an aggregated inventory input. It will be used in the mathematical description of the bottleneck in the investigated system.
With a view to increasing the efficiency of operations, we investigate a bottleneck in an inventory system composed of the following subsystems: production, transport, storage, and receiver. Analytical formulae for the conditional probabilities of the high states of a process controlled by an aggregated inventory input are derived in order to obtain a mathematical description of the bottleneck in the investigated system.
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