Publication | Closed Access
Sliced space-filling designs
82
Citations
15
References
2009
Year
EngineeringGeometryGeometry GenerationComputer-aided DesignSpace-filling DesignsStructural OptimizationComputational TopologyDiscrete GeometryCombinatorial Design TheoryDiscrete MathematicsComputational GeometryLatin Hypercube DesignGeometric ModelingDesign Space ExplorationDesignComputer EngineeringQuantitative FactorsArchitectural DesignSliced Space-filling DesignNatural SciencesArchitectural Geometry
We propose an approach to constructing a new type of design, a sliced space-filling design, intended for computer experiments with qualitative and quantitative factors. The approach starts with constructing a Latin hypercube design based on a special orthogonal array for the quantitative factors and then partitions the design into groups corresponding to different level combinations of the qualitative factors. The points in each group have good space-filling properties. Some illustrative examples are given.
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