Posynomial Geometric Programming in EOQ Model with Interval Neutrosophic Number

In this article, a posynomial geometric programming in EOQ model with interval neutrosophic number is presented. Here the cost, the constraint coefficients, and the right-hand sides are taken as imprecise neutrosophic interval number. In this method, the interval posynomial geometric programming problem has been transformed into equivalent parametric posynomial geometric programming problem by using (\(\alpha , \beta , \gamma \))-cuts of neutrosophic numbers. As an application of our method a real life problem has been considered to explain the ability and efficiency of the proposed method in neutrosophic environment. Also the result have been analyzed and justified by giving proper figures and tables. The ability of calculating the bounds of the objective value developed in this paper might help lead to more realistic modeling efforts in engineering optimization areas.