2014
DOI: 10.1016/j.compag.2014.02.006
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A fuzzy logic-based spatial suitability model for drought-tolerant switchgrass in the United States

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Cited by 61 publications
(56 citation statements)
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“…Unlike other overlay functions, GAMMA takes into account all the indicators in the process of aggregation, better integrating low and high membership from multiple eligibility criteria. Similar results have been highlighted by Lewis (2014), who showed that the GAMMA fuzzy overlay function best recognises trade-offs between combinations of multiple criteria. Sensitivity analysis showed that the best value of aggregation is γ = 0.7, since this value allows the maximum differentiation between the municipalities of the CMA.…”
Section: Assessing the Adaptive Capacitysupporting
confidence: 84%
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“…Unlike other overlay functions, GAMMA takes into account all the indicators in the process of aggregation, better integrating low and high membership from multiple eligibility criteria. Similar results have been highlighted by Lewis (2014), who showed that the GAMMA fuzzy overlay function best recognises trade-offs between combinations of multiple criteria. Sensitivity analysis showed that the best value of aggregation is γ = 0.7, since this value allows the maximum differentiation between the municipalities of the CMA.…”
Section: Assessing the Adaptive Capacitysupporting
confidence: 84%
“…This is fundamental since when one is assessing AC the combination of the evidence is usually more important than any single input. In this regard, Lewis et al (2014) indicates that the "GAMMA function provides the best combination of evidence while other overlay methods gave too much weight to single variables at a given location while downplaying others". Further discussion on the relative merits of using the GAMMA function for aggregating multiple sources of information can be found in (Ki and Ray 2014;Malins and Metternicht 2006;Vafai et al 2013).…”
Section: Aggregation Of Indicatorsmentioning
confidence: 99%
“…A soft-computing methodology, fuzzy logic provides quick, simple, and sufficient solution while allowing for impreciseness, sub-optimality, and vagueness (Chen, Paydar 2012, de Carvalho Alves et al 2011, Dubey et al 2013, Lewis et al 2014. This makes it flexible and simple to understand, enabling a specialist to easily incorporate his expertise and develop models of complex nonlinear functions (Chen, Paydar 2012, de Carvalho Alves et al 2011, Dubey et al 2013, Lewis et al 2014.…”
Section: Introductionmentioning
confidence: 99%
“…This makes it flexible and simple to understand, enabling a specialist to easily incorporate his expertise and develop models of complex nonlinear functions (Chen, Paydar 2012, de Carvalho Alves et al 2011, Dubey et al 2013, Lewis et al 2014. Also, other than its ability to combine qualitative and quantitative information, developing model using fuzzy logic can be done without precise quantitative measurements (Kampichler et al 2000, Kim, Beresford 2011, Scherm 2000.…”
Section: Introductionmentioning
confidence: 99%
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