Abstract
In this paper we discuss a two different products inventory system where the production has the impact of seasonal demand and sales. We consider the following model in which the production and sales of k pairs of two different products are studied subject to seasonal requirements. The production of the two different products is done alternately. The production times of the products have general distribution and the seasonal duration is exponential. The double Laplace Transform of production and sale time and their means are obtained. Numerical examples are presented.
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