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We formulated the problem as a mixed-integer linear programming model (MILP) to minimise the total cost of the wood recycling process collected from CRD sites.
We formulated the problem as a mathematical model which minimizes the summation of production cost, transportation cost, inventory holding and shortage costs, subject to capacity and inventory balance constraints and propose a hybrid approach combining mathematical programming and simulation model to solve this problem.
Namely, we formulated the problem (1.1) as (1.8).
We formulated the problem under study as a scenario-based stochastic model to address currency fluctuation.
We formulated the problem as a nonconvex optimization problem which is solved approximately by an efficient iterative method.
Motivated by these facts, we formulated the problem of virtual screening from high-throughput screening assays as a multi-label classification problem.
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We formulate the problem as a Mixed Integer Linear Program.
We formulate the problem as a graph coloring problem.
In this paper, we formulate the problem in similarity variables.
We formulate the problem as a mixed integer linear program.
We formulate the problem as a two-stage stochastic program.
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