In this paper, we derive a partial backlogging inventory model for noninstantaneous
deteriorating items with stock-dependent demand rate under inflation over
a finite planning horizon. We propose a mathematical model and theorem to find
minimum total relevant cost and optimal order quantity. Numerical examples are used to
illustrate the developed model and the solution process. Finally, a sensitivity analysis of
the optimal solution with respect to system parameters is carried out.
Yugoslav Journal of Operations Research 20(1), pp.35-54