2014
DOI: 10.1002/2013wr015187
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An adaptive ant colony optimization framework for scheduling environmental flow management alternatives under varied environmental water availability conditions

Abstract: Human water use is increasing and, as such, water for the environment is limited and needs to be managed efficiently. One method for achieving this is the scheduling of environmental flow management alternatives (EFMAs) (e.g., releases, wetland regulators), with these schedules generally developed over a number of years. However, the availability of environmental water changes annually as a result of natural variability (e.g., drought, wet years). To incorporate this variation and schedule EFMAs in a operation… Show more

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Cited by 33 publications
(10 citation statements)
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“…In scenarios 1 and 2 with optimized management and unlimited gate changes, the low shadow values associated with the vegetation management budget constraint and small increase in wetland performance when no Phragmites was present initially suggest that there may be little value to explicitly represent vegetation in the systems model. In other words, one could adequately define ecological objectives from only flow variables as in prior systems modeling studies [Cardwell et al, 1996;Higgins et al, 2011;Loucks, 2006;Steinschneider et al, 2013;Stralberg et al, 2009;Szemis et al, 2014]. In these scenarios, Phragmites cover had a seemingly small influence because cover was low relative to managers' target of 10% cover and habitat suitability of vegetation stayed at or close to a value of 1 (excellent).…”
Section: Discussionmentioning
confidence: 99%
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“…In scenarios 1 and 2 with optimized management and unlimited gate changes, the low shadow values associated with the vegetation management budget constraint and small increase in wetland performance when no Phragmites was present initially suggest that there may be little value to explicitly represent vegetation in the systems model. In other words, one could adequately define ecological objectives from only flow variables as in prior systems modeling studies [Cardwell et al, 1996;Higgins et al, 2011;Loucks, 2006;Steinschneider et al, 2013;Stralberg et al, 2009;Szemis et al, 2014]. In these scenarios, Phragmites cover had a seemingly small influence because cover was low relative to managers' target of 10% cover and habitat suitability of vegetation stayed at or close to a value of 1 (excellent).…”
Section: Discussionmentioning
confidence: 99%
“…Szemis et al . [] used ant colony optimization to identify environmental flows in the Murray basin that maximize ecological scores for indicator species in wetland and floodplain areas. And in the Connecticut River basin, Steinschneider et al .…”
Section: Introductionmentioning
confidence: 99%
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“…Examples of such approaches are presented by Walters and Lohbeck (1993), Walters and Smith (1995) and Savic and Walters (1995). Alternatively, ant colony optimisation algorithms can be used to dynamically reduce the size of the search space during the optimisation using if-then rules for problems that can be represented in the form of a decision tree, where the selection of particular decision variable values affects the availability / feasibility of decision variable options at subsequent steps in the decision-making process (Foong et al, 2008a;Foong et al, 2008b;Szemis et al, 2013;Szemis et al, 2012;Szemis et al, 2014).…”
Section: Current Statusmentioning
confidence: 99%
“…It follows that an adaptive approach to the optimal sequencing of urban water supply augmentation options is not simply a matter of reapplying an optimal static approach over a sliding window [see Szemis et al ., ], but requires careful design so that it enables the identification of (i) augmentation sequences that are both optimal for the long term, yet sufficiently flexible to be able to be adapted with minimal loss of optimality and (ii) augmentation options that are robust to changing conditions in periods between the implementation of augmentation options. In other words, such an approach should account for (i) dynamic robustness over the entire planning horizon, (ii) static robustness during those periods of the planning horizon when no changes can be made to the system, and (iii) pathways that are sufficiently flexible to cater to adaptation at minimal loss of optimality.…”
Section: Introductionmentioning
confidence: 99%