Interleaved lattice-based maximin distance designs

Construction of Maximin Distance Designs via Level Expansion

of the Thesis Construction of Maximin Distance Designs via Level Expansion

Orthogonal-maximin Latin Hypercube Designs

A randomly generated Latin hypercube design (LHD) can be quite structured: the variables may be highly correlated or the design may not have good space-filling properties. There are procedures for finding good LHDs by minimizing the pairwise correlations or by maximizing the inter-site distances. In this article we show that these two criteria need not be in close agreement. We propose a multi-...

Approximate Maximin Distance

Bounds for Maximin Latin Hypercube Designs

Latin hypercube designs (LHDs) play an important role when approximating computer simulation models. To obtain good space-filling properties, the maximin criterion is frequently used. Unfortunately, constructing maximin LHDs can be quite time-consuming when the number of dimensions and design points increase. In these cases, we can use approximate maximin LHDs. In this paper, we construct bound...

Maximin Optimal Designs for the Compartmental Model