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In this article, we employ max-additive operator to convert EOQ model with limited storage capacity to single objective PGPP and thereby solve it by applying NSGP.
Then the problem can be taken as a crisp unconstrained posynomial PGPP with DD = [[SIGMA].sup.n.sub.j=0] [P.sub.j] - m - 1, provided that the optimal solution of f (x) [member of] [[L.sub.f], [U.sub.f]] and that of [mathematical expression not reproducible].
It is an unconstrained posynomial PGPP with DD = 0.