Peter Z. G. Qian

14 catalog papers. Name-matched publications do not establish a verified researcher identity.

Department of Statistics, University of Wisconsin-Madison, Wisconsin 53706, U.S.A.

Publications

• Sequentially Refined Latin Hypercube Designs: Reusing Every Point — Journal of the American Statistical Association 2015
• Latin hypercube designs with controlled correlations and multi-dimensional stratification — Biometrika 2014
• On the construction of nested space-filling designs — The Annals of Statistics 2014
• A central limit theorem for general orthogonal array based space-filling designs — The Annals of Statistics 2014
• Designs for crossvalidating approximation models — Biometrika 2013
• Sliced Latin Hypercube Designs — Journal of the American Statistical Association 2012
• Accurate emulators for large-scale computer experiments — The Annals of Statistics 2011
• Sudoku-based space-filling designs — Biometrika 2011
• Nested orthogonal array-based Latin hypercube designs — Biometrika 2011
• Nested Lattice Sampling: A New Sampling Scheme Derived by Randomizing Nested Orthogonal Arrays — Journal of the American Statistical Association 2010
• A Statistical Approach to Thermal Management of Data Centers Under Steady State and System Perturbations — Journal of the American Statistical Association 2010
• Enhancing the sample average approximation method with U designs — Biometrika 2010
• Nested Latin hypercube designs — Biometrika 2009
• Sliced space-filling designs — Biometrika 2009