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The problem is formulated as a mixed integer program.
The model is solved as a Mixed Integer Program.
The problem is first formulated as a mixed integer program, assuming a reasonable coordination strategy.
We first formulize the MSW collection and transportation problem into a mixed integer program.
The optimization model was formulated with a mixed integer program (MIP).
This detailed FMS layout problem is formulated and solved as a mixed integer program.
Similar(22)
The problem is formulated both as a mixed-integer program and as a bilevel mixed-integer program.
The model takes the form of a bi-level, mixed-integer program.
We formulate this problem as a mixed-integer program that is solved using implicit enumeration with an embedded pricing subproblem.
For the latter case, a new mixed-integer program is developed to detect a pattern-recognisable constraints.
Due to the resulting non-linearity of the mixed-integer program, a solution algorithm based on Benders decomposition is presented.
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