2003
DOI: 10.3808/jei.200300022
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Adaption to Climate Change through Water Trading under Uncertainty - An Inexact Two-Stage Nonlinear Programming Approach

Abstract: ABSTRACT. Shifting hydrological phenomenon under changing climate would lead to decreased water availability, and thus would worse water supply-demand conflicts resulting in penalties on local economy. To tackle water shortage problems, water trading has been proved as an efficient and economical method. However, complexities and uncertainties in water trading system may result in its poor efficiency and improper management. To address these concerns, an inexact two-stage stochastic nonlinear programming (ITSN… Show more

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Cited by 93 publications
(38 citation statements)
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“…Nonlinear relationships are common in natural and environmental sciences (Wraith and Or 1998;Luo et al 2003;Cwiertny and Roberts 2005). As a result, there are many software packages (such as SAS and MathCAD) that implement nonlinear parameter estimation.…”
Section: Introductionmentioning
confidence: 99%
“…Nonlinear relationships are common in natural and environmental sciences (Wraith and Or 1998;Luo et al 2003;Cwiertny and Roberts 2005). As a result, there are many software packages (such as SAS and MathCAD) that implement nonlinear parameter estimation.…”
Section: Introductionmentioning
confidence: 99%
“…Huang and Loucks (2000) proposed the ITSP framework and applied the model to uncertain problem of water resources management [16]. Luo et al (2003) developed an inexact two-stage stochastic nonlinear programming (ITSNP) model through water trading with great uncertainties [20]. The ITSP method, integrated the TSP and interval parameter programming (IPP), has two obvious characteristics: a) could deal with uncertainties expressed as probability distributions and discrete intervals, b) when the uncertain problems are resolved and random variables are known, the second stage decision can be undertaken to minimize "recourse cost" that may generate because of infeasibility [21].…”
Section: Introductionmentioning
confidence: 99%
“…Although the IMP proves to be an effective approach in dealing with uncertainties, it encounters difficulties when the model's right-hand-side coefficients are highly uncertain. Several integrated IMP, FMP, and/or SMP methods were developed to tackle such a difficulty (Huang et al 1993(Huang et al , 1994b(Huang et al , 1995aZou et al 2000;Luo et al 2003;Maqsood and Huang 2003). Among them, interval-fuzzy linear programming (IFLP) (Huang et al 1993;Wang and Huang 2013a, b;Hu et al 2014;Li et al 2014), which is a hybrid of interval linear programming (ILP) and flexible fuzzy linear programming (FLP), is useful in accounting for uncertainties expressed as discrete intervals and/or fuzzy membership functions.…”
Section: Introductionmentioning
confidence: 99%