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1) The objective function and the nonlinear constraints are linearized in order to solve using linear programming optimization tools.
Individual EBRs are identified using linear programming.
Supervisors are designed by using linear programming techniques.
Using linear programming duality we compute also the risk premium.
Possible explanations for these changes were evaluated using linear programming.
The layout so selected is optimally designed using linear programming.
This chapter discusses process modeling by using linear programming.
Cost-based scheduling using linear programming was also investigated in [17].
As mentioned above, the optimisation process within this study is implemented using linear programming.
The solution for (28)–(31) can be obtained using linear programming solvers such as LIPSOL[19].
Code optimization as formulated by the convergence-constraint method can thus be solved using linear programming.
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