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Traskov et al. [10] studied network coding for multiple unicast sessions using a linear optimization formulation.
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In the first step, the scheme uses a linear optimization formulation to compute routes of all layered unicast flows.
The solution can be found by using a linear programming optimization algorithm.
An application of the developed method is proposed and the result is compared to the one obtained using a linear compliance optimization.
For this purpose, we simulate the development of the European electricity markets up to the year 2050 using a linear investment and dispatch optimization model.
An optimization procedure, using a linear programming approach and requiring the use of two models (an evaluation and an optimization model), was developed.
The calibration method makes use of a linear optimization model based on the closed-loop calibration approach using multi-planar constraints.
We developed a forage allocation model using a deterministic, linear optimization module in a commercially available spreadsheet package to help resource managers in Theodore Roosevelt National Park (TRNP), North Dakota determine optimum numbers of four ungulate species, bison (Bison bison), elk (Cervus elaphus), mule deer(Odocoileus hemionus), and feral horses, in the Park.
This optimization maximizes those reactions that produce >15 kJ/mol (limit on useable energy) using an iterative linear optimization technique.
Based on the above discussion, we can formulate the optimal path selection problem as a linear optimization using the objective function in (5) with constraints of the flow conservation in (8), the reliability in (9), and the wireless link scheduling in (12) and (13).
This alternation methodology is used in most S3DMM-based methods [5, 6, 18, 20] because it reduces the computational time and produces a linear cost function, compared with the one-step methodology that estimates all of the parameters at the same time using a non-linear optimization process.
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