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This paper presents a mathematical programming approach to the problem.
This paper presents a multi-phase mathematical programming approach for effective supply chain design.
Results illustrate the positive contribution of the mathematical programming approach to achieve viable economic solutions.
For the problem with multiple constraints, mathematical programming approach is employed to seek the optimum.
Within the UPMP approach, matrix perturbation theory is adopted in combination with the mathematical programming approach.
This paper addresses the synthesis problem of non-isothermal water networks using a mathematical programming approach.
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In all of the cases we focus on mathematical programming approaches.
A number of graphical and mathematical programming approaches have been proposed to synthesis the optimal network.
This result is useful in prior to undertake optimal design of process and control using the mathematical programming approaches.
To evaluate the financial performance of a product line, a number of mathematical programming approaches have been proposed.
In this article we survey mathematical programming approaches to problems in the field of drinking water distribution network optimization.
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