An improved version of the augmented ε-constraint method (AUGMECON2) for finding the exact pareto set in multi-objective integer programming problems
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Cites background or methods from "An improved version of the augmente..."
...Meena and Sarmah (2013) formulate a mixed integer non-linear programming model for determining order allocation considering different capacities, failure probabilities and quantity discounts for each supplier. Kamalahmadi and MellatParast (2016) examine an optimal allocation of demand across a set of suppliers in a supply chain that is exposed to supply risk and environmental risk....
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...Meena and Sarmah (2013) formulate a mixed integer non-linear programming model for determining order allocation considering different capacities, failure probabilities and quantity discounts for each supplier. Kamalahmadi and MellatParast (2016) examine an optimal allocation of demand across a set of suppliers in a supply chain that is exposed to supply risk and environmental risk. Their model integrates supplier selection and demand allocation with transportation channel selection and provides contingency plans to mitigate the negative impacts of disruptions and minimise total network costs. A scenario-based bi-objective possibilistic mixed integer linear model is presented by Torabi, Baghersad, and Mansouri (2015) to build resilient supply bases for global supply chains in response to disruption risks....
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...Meena and Sarmah (2013) formulate a mixed integer non-linear programming model for determining order allocation considering different capacities, failure probabilities and quantity discounts for each supplier....
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...The augmented ε-constraint method is amongst the most efficient and powerful multi-objective approaches (Mavrotas 2009; Mavrotas and Florios 2013; Fahimnia et al. 2015; Torabi, Baghersad, and Mansouri 2015)....
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...Meena and Sarmah (2013) formulate a mixed integer non-linear programming model for determining order allocation considering different capacities, failure probabilities and quantity discounts for each supplier. Kamalahmadi and MellatParast (2016) examine an optimal allocation of demand across a set of suppliers in a supply chain that is exposed to supply risk and environmental risk. Their model integrates supplier selection and demand allocation with transportation channel selection and provides contingency plans to mitigate the negative impacts of disruptions and minimise total network costs. A scenario-based bi-objective possibilistic mixed integer linear model is presented by Torabi, Baghersad, and Mansouri (2015) to build resilient supply bases for global supply chains in response to disruption risks. The model applies several proactive strategies such as suppliers’ business continuity plans and fortification of suppliers to enhance the resilience of the selected supply base. Based on the two popular measures of value-at-risk (VaR) and conditional value-at-risk (CVaR), Sawik (2011a, 2011b, 2013c, 2017) and Namdar et al. (2017) present portfolio methodologies for managing supply disruption risks....
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Cites background from "An improved version of the augmente..."
...…been proposed in the literature, trying to improve its presentation or to tune it for particular problems (Behnamian et al., 2009; Fazlollahi et al., 2012; Khalili-Damghani et al., 2013; Liu and Papageorgiou, 2013; Mavrotas and Florios, 2013; Olivares-Benitez et al., 2013; Soysal et al., 2014)....
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