Existence of balanced arrays and the positive semi-definiteness of the moment matrix
Chopra, Dharam V. ; Low, Richard M. ; Dios, R.
Chopra, Dharam V.
Low, Richard M.
Dios, R.
Citations
Altmetric:
Authors
Other Names
Location
Time Period
Advisors
Original Date
Digitization Date
Issue Date
2012-08-31
Type
Article
Genre
Keywords
Subjects (LCSH)
Citation
D.V. Chopra, Richard M. Low, R. Dios. Existence of Balanced Arrays and the Positive Semi-definiteness of the Moment Matrix[J], Journal of Combinatorial Mathematics and Combinatorial Computing, Volume 082. 77-85.
Abstract
In this paper, we obtain a new set of conditions which are necessary for the existence of balanced arrays of strength eight with two levels by making use of the positive semi-definiteness of the matrix of moments. We also demonstrate, using illustrative examples, that the maximum number of constraints derived using these results are better than those obtained earlier.
Table of Contents
Description
This is an open access article under the CC by license.
Publisher
Charles Babbage Research Centre
Journal
Journal of Combinatorial Mathematics and Combinatorial Computing
Book Title
Series
Digital Collection
Finding Aid URL
Use and Reproduction
Archival Collection
PubMed ID
DOI
ISSN
08353026
