Exact(2)
To formulate this problem, a new integer programming model is presented.
Constraint-Programming enables to formulate this problem easily, through several AllDifferent constraints and a single AtMostNValue constraint.
Similar(58)
Japan was the first nation to explicitly formulate this problem and to search for a solution.
To formulate this complicated problem, a new mixed-integer programming model is presented.
We use quaternion calculus to formulate this optimization problem in the magnitude least squares variant and specify first and second order derivatives of the objective function.
Modified Love-Timoshenko equations that model a shell forced by a longitudinal harmonic boundary condition at one end and grounded by a mechanical spring and damper at the other are used to formulate this boundary value problem.
The Location-Dispatching Problem consists of determining subsets Li⊆F,i∈V, minimizing the sum of two costs: an installation cost associated with nodes i of V such that Li≠∅ and an access cost to each item of F. We formulate this problem as an integer linear program and propose a facial study of the associated polytope.
A bilevel programming technique can be used to formulate this equilibrium network design problem.
To formulate this new system a problem analysis exercise was conducted drawing upon the Strategic Choice Approach [ 25], one of the new paradigm PSMs.
We formulate this problem as a mixed-integer program.
We formulate this problem as a mixed integer programming model.
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