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We consider optimal deployment of the passive IB-DAS, focusing on mathematical optimization models based on integer programming, for the topology design and optimal equipment selection of IB-DAS.
Network Loading problems formalize these decisions in mathematical optimization models.
This problem is studied here and its properties are discussed, and appropriate mathematical optimization models formulated and their properties and complexity are also considered.
Operations Researchers support Supply Chain Management and Supply Chain Planning by developing adequate mathematical optimization models and providing suitable solution procedures.
Thus, this study proposes an eco-design method which can generate a single design solution by developing mathematical optimization models with a single-objective function for environmental impacts and economic cost.
In the design stage, two mathematical optimization models max min ant system (MMAS) and modified Pareto-based ant colony optimization (ACO) algorithm are employed to solve single objective optimization (SOO) and multi-objective optimization (MOO) problem respectively.
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In this paper, a mathematical optimization model for the optimal design of industrial furnaces/fired heaters is presented.
Then, we propose a mathematical optimization model to derive optimal number and degrees of preventive repairs to minimize the EW provider's servicing cost.
We propose a multi-period mathematical optimization model that maximizes the producer's profit while optimizing the prices of different servicing options, production quantities, and inventory levels.
The path was used to schedule OR activity, room-by-room, and day-by-day, feeding the process from a "waiting list database" and using a mathematical optimization model with the objective of ending up in an optimized planning.
A mathematical optimization model with the objective of profit maximization is proposed which jointly optimizes and determines (1) the sequence of components to be disassembled and the assignment of disassembly tasks to workstations and (2) the allocation of buffers in order to provide a disassembly line design which has the maximum profit and satisfies the desired cycle time.
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