S Leary, A Bhaskar, A Keane - Journal of Applied Statistics, 2003 - Taylor & Francis
The use of optimal orthogonal array latin hypercube designs is proposed. Orthogonal arrays were proposed for constructing latin hypercube designs by Tang (1993). Such designs …
B Tang - Communications in Statistics-Theory and Methods, 1994 - Taylor & Francis
The maximin distance criterion is used for the selection of an OA-based Latin hypercube. For the case in which the underlying orthogonal array is a full factorial design without replication …
Y He, CS Cheng, B Tang - The Annals of Statistics, 2018 - JSTOR
Strong orthogonal arrays were recently introduced and studied in He and Tang [Biometrika 100 (2013) 254–260] as a class of space-filling designs for computer experiments. To enjoy …
X He, PZG Qian - Biometrika, 2011 - academic.oup.com
We propose two methods for constructing a new type of design, called a nested orthogonal array-based Latin hypercube design, intended for multi-fidelity computer experiments. Such …
Y Zhou, B Tang - Biometrika, 2019 - academic.oup.com
Strong orthogonal arrays have better space-filling properties than ordinary orthogonal arrays for computer experiments. We consider column-orthogonal strong orthogonal arrays of …
FS Sun, F Pang, MQ Liu - Science China Mathematics, 2011 - Springer
Latin hypercube design and uniform design are two kinds of most popular space-filling designs for computer experiments. The fact that the run size equals the number of factor …
Y Tian, H Xu - Biometrika, 2022 - academic.oup.com
Space-filling designs are widely used in computer experiments. Inspired by the stratified orthogonality of strong orthogonal arrays, we propose a criterion of minimum aberration-type …
F Sun, B Tang - Biometrika, 2017 - academic.oup.com
Orthogonal Latin hypercubes provide a class of useful designs for computer experiments. Among the available methods for constructing such designs, the method of rotation is …
F Sun, B Tang - Journal of the American Statistical Association, 2017 - Taylor & Francis
This article presents a method of constructing a rich class of orthogonal designs that include orthogonal Latin hypercubes as special cases. Two prominent features of the method are its …