Systematic enumeration of definitive screening designs
ED Schoen, PT Eendebak, AR Vazquez… - Statistics and Computing, 2022 - Springer
Conference designs are n× k matrices, k≤ n, with orthogonal columns, one zero in each
column, at most one zero in each row, and-1 and+ 1 entries elsewhere. Conference designs …
column, at most one zero in each row, and-1 and+ 1 entries elsewhere. Conference designs …
Augmenting definitive screening designs: Going outside the box
Definitive screening designs (DSDs) have grown rapidly in popularity since their introduction
by Jones and Nachtsheim. Their appeal is that the second-order response surface (RS) …
by Jones and Nachtsheim. Their appeal is that the second-order response surface (RS) …
Orthogonal minimally aliased response surface designs for three-level quantitative factors and two-level categorical factors
JN Ares, ED Schoen, P Goos - Statistica Sinica.-Taiwan, 2023 - repository.uantwerpen.be
Orthogonal minimally aliased response surface (OMARS) designs con-stitute a new family of
three-level experimental designs for studying quantitative factors. Many experiments …
three-level experimental designs for studying quantitative factors. Many experiments …
On definitive screening designs using Paley's conference matrices
Definitive screening designs (DSDs) are widely used for studying quantitative factors.
However, DSDs constructed from different conference matrices are not equally good. We …
However, DSDs constructed from different conference matrices are not equally good. We …
Projection properties of three‐level screening designs
MA Alomair, SD Georgiou… - Australian & New …, 2020 - Wiley Online Library
Screening designs are important for finding the factors that have a major effect on industrial
experiments. In regard to quantitative factors, certain experimenters prefer three‐level rather …
experiments. In regard to quantitative factors, certain experimenters prefer three‐level rather …
Three-Level Designs for Definitive Screening with Minimum Correlation Among Columns that Correspond to Pure Quadratic Effects
H Evangelaras, V Trapouzanlis - Journal of Statistical Theory and Practice, 2024 - Springer
Three-level designs for definitive screening, originally introduced as definitive screening
designs (DSDs) by Jones and Nachtsheim (J Qual Technol 43 (1): 1–15, 2011, https://doi …
designs (DSDs) by Jones and Nachtsheim (J Qual Technol 43 (1): 1–15, 2011, https://doi …
Three-level designs under second order models
In this paper, the properties of three-level screening designs are studied. A variety of
designs are included, such as the definitive screening designs and designs from weighing …
designs are included, such as the definitive screening designs and designs from weighing …
An addendum on “Three‐level designs: Evaluation and comparison for screening purposes”
M Alomair, S Georgiou… - Quality and Reliability …, 2021 - Wiley Online Library
In our recent paper “Three‐Level Designs: Evaluation and Comparison for Screening
Purposes”, by the same authors, we investigated and compared the original definitive …
Purposes”, by the same authors, we investigated and compared the original definitive …
Augmenting Definitive Screening Designs
T Zhang - 2021 - scholarscompass.vcu.edu
Abstract Design of experiments is used to study the relationship between one or more
response variables and several factors whose levels are varied. Response surface …
response variables and several factors whose levels are varied. Response surface …