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Preprints

This page lists the preprints associated with this programme only.
A full list is also available, with details of how to submit relevant papers and how to acknowledge INI.

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Authors Title Attachments
DKJ Lin A note on foldover of 2$^k$$^-$$^p$ designs with column permutations PDF icon ni15023.pdf
RA Bailey Automatic generation of generalised regular factorial designs PDF icon ni15007.pdf
A Markiewicz On the optimality of circular block designs under a mixed interference model PDF icon ni14087.pdf
RA Bailey; PJ Cameron; A Markiewicz On optimality and construction of circular repeated-measurements designs PDF icon ni14083.pdf
ER Leatherman; AM Dean; TJ Santner Designs for computer experiments that minimize the weighted integrated mean square prediction error PDF icon ni14016.pdf
E Leatherman; A Dean Computer experiment designs via particle swarm optimization PDF icon ni14015.pdf
R-B Chen; S-P Chang Optimal Minimax Designs via Particle Swarm Optimization Methods PDF icon ni13039.pdf
J Qiu; R-B Chen Using animal instincts to design efficient biomedical studies PDF icon ni13038.pdf
R-B Chen Particle swarm optimization techniques for finding optimal mixture designs PDF icon ni13037.pdf
RA Bailey; P Druilhet Optimal cross-over designs for full interaction models PDF icon ni13018.pdf
SG Gilmour Testing for Lack of Fit in Blocked and Split-Plot Response Surface Designs PDF icon ni13002.pdf
AL Santos de Pinho Split-plot type designs for physical prototype testing PDF icon ni12024.pdf
RA Bailey; RD Hilgers A note on robustness of D-optimal block designs for two-colour microarray experiments PDF icon ni12023.pdf
LM Haines; WF Rosenberger A graphical method for comparing response-adaptive randomization procedures PDF icon ni12009.pdf
RA Bailey Quasi-Latin designs and their use in glasshouse experiments PDF icon ni12005.pdf
PM van de Ven; DC Woods Optimal blocked minimum-support designs for non-linear models PDF icon ni12003.pdf
DC Woods; AM Dean; AE Vine Screening strategies in the presence of Interactions PDF icon ni12002.pdf
HY Wang Inference on a new sigmoid regression model with unknown support and unbounded likelihood function PDF icon ni12001.pdf
C May; C Tommasi Model selection and parameter estimation in non-linear nested models: a sequential generalized DKL-optimum design PDF icon ni11066.pdf
RA Bailey Design and analysis of experiments testing for biodiversity effects in ecology PDF icon ni11064.pdf
J Svenson; A Dean Estimating sensitivity indices from computer simulator output PDF icon ni11063.pdf
JD Svenson; TJ Santner Multiobjective optimization of expensive black-box functions via expected maximin improvement PDF icon ni11062.pdf
A Dean Two-stage sensitivity-based group screening in computer experiments PDF icon ni11060.pdf
H Rabie Optimal designs for contingent response models with application to toxicity-efficacy studies-a technical report PDF icon ni11059.pdf
D Perrotta Calibrated very robust regression PDF icon ni11058.pdf
LM Haines The construction of optimal designs for dose-escalation studies PDF icon ni11056.pdf
P Shpilev T-optimal designs for discrimination between two polynomial models PDF icon ni11054.pdf
A Pepelyshev Optimal design for linear models with correlated observations PDF icon ni11050.pdf
T Kley Of copulas, quantiles, ranks and spectra an $L_1$-approach to spectral analysis PDF icon ni11049.pdf
RA Bailey; PJ Cameron Using graphs to find the best block designs PDF icon ni11047.pdf
A Baldi Antognini; A Giovagnoli; M Zagoraiou Some recent developments in the design of adaptive clinical trials PDF icon ni11044.pdf
D Perrotta Benchmark testing of algorithms for very robust regression PDF icon ni11033.pdf
B Jones An algorithm for finding D-efficient equivalent-estimation second-order split-plot designs PDF icon ni11024.pdf
TJ Santner; AM Dean Non-collapsing space-filling designs for bounded non-rectangular regions PDF icon ni11061.pdf
N Benda; F Bretz Optimal designs for dose finding studies with an active control PDF icon ni11053.pdf
Steven Gilmour; Peter Goos; Heiko Grossmann Pure Error REML for Analyzing Data from Split-Plot and Multi-Stratum Designs PDF icon ni11068.pdf
University of Cambridge Research Councils UK
    Clay Mathematics Institute London Mathematical Society NM Rothschild and Sons