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The optimization problem corresponds to a mixed integer (boolean) linear program with quadratic scoring function.
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This encoding was developed as SR-FBA [ 10] using a mixed integer optimization approach for GPR logic and other Boolean regulatory rules.
TIGER converts a series of generalized, Boolean or multilevel rules into a set of mixed integer inequalities.
It includes the Boolean rules in the optimisation process of the FBA using mixed integer linear programming (MILP), and thus finds a steady-state for both metabolic and regulatory networks.
Each method is formulated as a boolean integer linear program (BILP, or 0-1 ILP) and then reduced to a mixed integer linear program (MILP).
mixed integer linear programs.
Mixed integer program.
A mixed integer programming model is established.
Besides, the variables are mixed integer.
Linear constrained mixed integer DC programming problems.
Minimizing the total costs reveals a mixed integer linear program.
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