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We then model the problems using integer quadratic and linear programming formulations.
The second section describes the system model, the problems of CL-LINC-OFDM systems, and existing solutions.
This is why we consider that they are appropriate to model the problems that the self-coordination function has to face.
Since then, results obtained in the framework of partial metric spaces have been used to constitute a suitable framework to model the problems related to the theory of computation (see [22, 25 28]).
We provide here a description of our conceptual model, the methodology designed to test this model, the problems we faced while attempting to test the model, and our suggestions for those who attempt to conduct work in highly sensitive areas.
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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.
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