2020
DOI: 10.1504/ijlsm.2020.106272
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Green supply chain network design considering inventory-location-routing problem: a fuzzy solution approach

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Cited by 12 publications
(9 citation statements)
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“…ϵ-constraint ϵ-constraint [6,14,55,104,114,134,136,138,146]; Augmented ϵ-constraint [5,8,27,71,109,[122][123][124]131,132,139,140] Goal programming [108,112,114,126,133,136] Exact method [20,22,56,57,99,103,106,[117][118][119]137] Fuzzy solution approach Fuzzy approach [28,34,47,61,129]; interactive fuzzy approach [45]; ϵ-constraint and fuzzy set theory [102]; fuzzy goal programming [135] Others AHP and TOPSIS [12]; Lagrangian relaxation approach [23]; four-stage hybrid method…”
Section: Solution Methods Articlesmentioning
confidence: 99%
See 2 more Smart Citations
“…ϵ-constraint ϵ-constraint [6,14,55,104,114,134,136,138,146]; Augmented ϵ-constraint [5,8,27,71,109,[122][123][124]131,132,139,140] Goal programming [108,112,114,126,133,136] Exact method [20,22,56,57,99,103,106,[117][118][119]137] Fuzzy solution approach Fuzzy approach [28,34,47,61,129]; interactive fuzzy approach [45]; ϵ-constraint and fuzzy set theory [102]; fuzzy goal programming [135] Others AHP and TOPSIS [12]; Lagrangian relaxation approach [23]; four-stage hybrid method…”
Section: Solution Methods Articlesmentioning
confidence: 99%
“…Zahiri et al [61] provided a novel fuzzy possibilistic-stochastic programming approach and solved the model through a new Pareto-based lower bound method as well as an EA-based algorithm. Gholipour et al [34] applied a fuzzy solution strategy on a bi-objective mathematical model by considering the fuzzy membership function. Balaman et al [102] combined the fuzzy set theory and the ϵ-constraint method in order to address the uncertainties of economic and environmental sustainability aspects, while also capturing the trade-off between the two objectives.…”
Section: (A) Models With a Single Objectivementioning
confidence: 99%
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“…The fuzzy approach proposed by Zimmermann (1978) and Lin (2012) was used to solve the model by GAMS/CPLEX, and the solution obtained for a real-world case was within a relative optimality gap of less than 5 percent. Similar work is also presented by Gholipour et al (2020), in which total cost, including fuel costs, and shortages were minimized by utilizing the fuzzy membership function of Govindan et al (2020) in order to deal with demand uncertainty. GAMS/CPLEX was used to validate the model, and sensitivity analysis was performed with respect to demand reduction and demand increase.…”
Section: Inventorymentioning
confidence: 99%
“…Gholipour et al assessed the integrated green supply chain network design and inventory-location problem. In order to optimize it, a fuzzy solution approach is applied for this purpose [16].…”
Section: 1mentioning
confidence: 99%