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In 1999, Molodtsov [1] initiated the theory of soft sets as a new mathematical tool to deal with uncertainties while modelling the problems in engineering, physics, computer science, economics, social sciences, and medical sciences.
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A lexicographic mixed integer goal programming approach is proposed for modelling the problem.
We then model the problems using integer quadratic and linear programming formulations.
IU and SS modeled the problem.
Firstly, model the problem as an optimization problem.
The following assumptions employed to model the problem: 1.
There is no attempt to linearly model the problem.
Firstly, C/E System is used to model the problem.
We model the problem using a nonlinear integer programming formulation.
To model the problem, two game theory models are developed including Stackelberg manufacturer and Stackelberg retailer.
Otherwise, other recent proposals try to model the problem as a cell muting problem.
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