1999
DOI: 10.2208/jscej.1999.624_191
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Determination of Unsaturated Soil Hydraulic Properties From Transient Outflow Experiments Using Genetic Algorithms

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Cited by 13 publications
(11 citation statements)
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“…The algorithms used to find the “optimal” parameters may range from simple search algorithms that seek iterative improvement of the objective function starting from a single location in the search space [e.g., Ritter et al , 2003] to more advanced global search methods that utilize the strength of a population of individuals to efficiently search the space of potential solutions and avoid getting stuck in a local minimum of the objective function. Global optimization methods that have been used for the estimation of the unsaturated soil hydraulic properties include the annealing‐simplex method [ Pan and Wu , 1998], genetic algorithms [ Takeshita , 1999], multilevel grid sampling strategies [ Abbaspour et al , 2001; Lambot et al , 2002], ant colony optimization [ Abbaspour et al , 2001], and shuffled complex methods [ Vrugt and Bouten , 2002; Mertens et al , 2004, 2005, 2006]. Recent extensions include multiobjective search methods [e.g., Vrugt et al , 2003; Vrugt and Dane , 2005; Mertens et al , 2006], and simultaneous multimethod genetically adaptive optimization algorithms [ Vrugt and Robinson , 2007; Wöhling et al , 2008].…”
Section: Data Assimilation Methods For Estimating Vadose Zone Propertmentioning
confidence: 99%
“…The algorithms used to find the “optimal” parameters may range from simple search algorithms that seek iterative improvement of the objective function starting from a single location in the search space [e.g., Ritter et al , 2003] to more advanced global search methods that utilize the strength of a population of individuals to efficiently search the space of potential solutions and avoid getting stuck in a local minimum of the objective function. Global optimization methods that have been used for the estimation of the unsaturated soil hydraulic properties include the annealing‐simplex method [ Pan and Wu , 1998], genetic algorithms [ Takeshita , 1999], multilevel grid sampling strategies [ Abbaspour et al , 2001; Lambot et al , 2002], ant colony optimization [ Abbaspour et al , 2001], and shuffled complex methods [ Vrugt and Bouten , 2002; Mertens et al , 2004, 2005, 2006]. Recent extensions include multiobjective search methods [e.g., Vrugt et al , 2003; Vrugt and Dane , 2005; Mertens et al , 2006], and simultaneous multimethod genetically adaptive optimization algorithms [ Vrugt and Robinson , 2007; Wöhling et al , 2008].…”
Section: Data Assimilation Methods For Estimating Vadose Zone Propertmentioning
confidence: 99%
“…Only recently have more powerful optimization methods for the identification of soil hydraulic parameters begun to appear in the literature. These include the use of annealing simplex methods (Pan and Wu, 1998), genetic algorithms (Takeshita, 1999; Vrugt et al, 2001), grid sampling strategies (Abbaspour et al, 1997), and ant‐colony methods (Abbaspour et al, 2001). Notwithstanding their successful application, these global search algorithms are computationally very demanding, requiring a substantial number of model evaluations to converge to the global solution.…”
Section: Inverse Identification Of Soil Hydraulic Parametersmentioning
confidence: 99%
“…As stated by Šimůnek and van Genuchten (1996), however, local minima are hardly identifiable because they may not appear in the cross‐section planes. Global optimization algorithms such as shuffled complex evolution algorithm (Duan et al, 1992), annealing–simplex method (Pan and Wu, 1998) or genetic algorithms (Takeshita, 1999) can improve the robustness of the inverse solution. Nevertheless, these techniques provide the best parameter set without information on the reliability.…”
mentioning
confidence: 99%