2006
DOI: 10.1007/s00366-006-0051-9
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Multidimensional sequential sampling for NURBs-based metamodel development

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Cited by 28 publications
(21 citation statements)
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“…For space-filling sampling as proposed by Turner et al a normalized proximity function is constructed as a tensor product of parabolic spans between the nearest control points of the NURBS surface (Turner et al, 2007). If the control points coincide with the data points, then this method should produce very similar results as the proposed approach.…”
Section: Latin Hypercube Hammersleymentioning
confidence: 99%
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“…For space-filling sampling as proposed by Turner et al a normalized proximity function is constructed as a tensor product of parabolic spans between the nearest control points of the NURBS surface (Turner et al, 2007). If the control points coincide with the data points, then this method should produce very similar results as the proposed approach.…”
Section: Latin Hypercube Hammersleymentioning
confidence: 99%
“…The literature on sequential sampling is full of adaptive space-filling sampling methods that work in conjunction with metamodels (for example: Koehler and Owen, 1996;Jones, 2001;Jin et al, 2002;Sasena, 2002;Turner et al, 2007). The proposed method does not rely upon information obtained from metamodels and the associated costs of training them, and hence this review does not cover these and derivative methods any further.…”
Section: Latin Hypercube Hammersleymentioning
confidence: 99%
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“…Additional assumptions are that f is expensive to compute. Thus the number of function evaluations f (X) needs to be minimized and data points must be selected iteratively, at points where the information gain will be the greatest [96]. Mathematically this means defining a sampling function…”
Section: Global Surrogate Modelingmentioning
confidence: 99%