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This simulation-based optimization model is capable of determining the optimal schedules of diversion discharge, optimal floodgate locations, minimum capacities of flood water detention basins in rivers and watersheds.
This system generates optimal schedules via an integer-programming model.
The aim is to determine optimal schedules at minimum cost.
Three important problems relevant to polymer industry are solved to obtain optimal schedules.
Optimal schedules should result in maximized throughput and minimized operating cost.
It consists of a Markov-chain load model for forecasting the power demands of residential consumers and a scheduling program for providing optimal schedules for smart appliances.
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An optimal schedule for combined treatment in humans has not yet been determined48.
Although we show that finding an optimal schedule is an intractable problem, we present a heuristic algorithm that can usually find an optimal or near-optimal schedule.
In addition, an optimal scheduling model for RMEP is proposed.
A model for the optimal scheduling of integrated microgrids is further proposed.
optimal scheduling of jobs in grid computing.
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