首页|Construction of Optimal Mixed-Level Uniform Designs
Construction of Optimal Mixed-Level Uniform Designs
扫码查看
点击上方二维码区域，可以放大扫码查看
原文链接
万方数据
维普
The theory of uniform design has received increasing interest because of its wide application in the field of computer experiments.The generalized discrete discrepancy is proposed to evaluate the uniformity of the mixed-level factorial design.In this paper,the authors give a lower bound of the generalized discrete discrepancy and provide some construction methods of optimal mixed-level uniform designs which can achieve this lower bound.These methods are all deterministic construction methods which can avoid the complexity of stochastic algorithms.Both saturated mixed-level uniform designs and supersaturated mixed-level uniform designs can be obtained with these methods.Moreover,the resulting designs are also x2-optimal and minimum moment aberration designs.
万方数据
维普
