Nonextendibility conditions on mutually orthogonal Latin squares
E. T. Parker
Abstract
Open-access reader
E. T. Parker
Abstract
Open-access reader
MUTUALLY ORTHOGONAL LATIN SQUARES 219 for all g'EG either Sg'QS or SQSg'.(6) There exists a family 2 of subsets of G such that e = flses 5 and for all gEG and 5£S either SgQS or SQSg.
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MUTUALLY ORTHOGONAL LATIN SQUARES 219 for all g'EG either Sg'QS or SQSg'.(6) There exists a family 2 of subsets of G such that e = flses 5 and for all gEG and 5£S either SgQS or SQSg.
Key concepts: Latin square, Orthogonal array, Mathematics, Computer science, Statistics, Chemistry, Fermentation, Taguchi methods