2018
DOI: 10.28991/cej-0309175
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A Game Theory Approach for Conjunctive Use Optimization Model Based on Virtual Water Concept

Abstract: In this study to allocate the agricultural and environmental water, considering virtual water concept, a multi-objective optimization model based on NSGA-II is developed. The objectives consist of equity maximization, agricultural benefit maximization for each region, maximization of green water utilization and finally minimization of environmental shortage. Then a cooperative game (Grand Coalition) model is presented by forming all possible coalitions. By the game model including Nucleolus, Proportional Nucle… Show more

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Cited by 16 publications
(3 citation statements)
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“…The relationship between phenols and antioxidant capacity can be demonstrated by a multivariate statistical analysis, the multivariate statistical analysis is generally used to evaluate the correlation between variables. For example, a multi-objective optimization model is developed to allocate the agricultural and environmental water (Sedghamiz et al, 2018). The phenolic substances in wine differ with the variety of grapes, brewing process and method of aging.…”
Section: Introductionmentioning
confidence: 99%
“…The relationship between phenols and antioxidant capacity can be demonstrated by a multivariate statistical analysis, the multivariate statistical analysis is generally used to evaluate the correlation between variables. For example, a multi-objective optimization model is developed to allocate the agricultural and environmental water (Sedghamiz et al, 2018). The phenolic substances in wine differ with the variety of grapes, brewing process and method of aging.…”
Section: Introductionmentioning
confidence: 99%
“…Under government guidance, regional sector usage managers have the right to reallocate/sell their surplus water to other sector managers, with the transfer prices decided through negotiations between the transfer participants (Dai et al, 2017;Ahmadi et al, 2019;Wang, 2018). Multi-objective programming has been extensively used to resolve water allocation conflicts of competing water usage sectors (Sedghamiz et al, 2018a;Brown et al, 2015). Nash (1953) proposed a two-player bargaining game for cooperative resource sharing, after which Harsanyi (1959Harsanyi ( , 1963 and Sedghamiz et al (2018b) generalized the Nash solution from a two-player bargaining game to an n-player game, which was more suitable for the multiplestakeholder non-cooperative situation.…”
Section: Introductionmentioning
confidence: 99%
“…Both hierarchical decision makers have different decision preferences. Sedghamiz et al (2018a) considered the objectives that consisted of equity maximization, agricultural benefit maximization for each region, maximization of green water utilization and minimization of environmental shortages. Qi et al (2018) maximized the water requirement satisfaction index of agents at the superior level and constructed a subordinate model based on the Nash bargaining model.…”
Section: Introductionmentioning
confidence: 99%