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linear programming
(redirected from Mixed integer programming)

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linear programming

In mathematics and economics, a set of techniques for finding the maxima or minima of certain variables governed by linear equations or inequalities. These maxima and minima are used to represent ‘best’ solutions in terms of goals such as maximizing profit or minimizing cost.



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Several papers point out the appealing features of mixed integer programming (MIP) (Hui and Natori 1996; Sakawa et al.
The new unit commitment system is based on a mathematical approach called mixed integer programming.
Given the economic importance and inherent complexity associated with the supplier selection problem, this article proposes a mixed integer programming approach to solve the supplier selection program.
 
 
 
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