SUPPLY OPTIMIZATION IN CASE OF RESOURCE RANDOM DEMAND

Abstract

The task of defining optimal resource content is formulated. Mathematical models of demand probability distribution density are considered. Optimum criteria – minimization of the mathematical expectancy of expenditure on resource excess preservation and its deficiency losses – is used. Optimum values of resource supply in case when the demand for this resource is a constant random value are set. The models the resource demand probability for which decreases with the rise of this demand and with rising distribution densities of resource demand probability are analyzed.