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Start Over Author "Dinitz, J. H." Publication Type Academic Journals
6 results on '"Dinitz, J. H."'

4. THE EXISTENCE OF N2 RESOLVABLE LATIN SQUARES.

Author

Wolfe, A. J., Ling, A. C. H., and Dinitz, J. H.

Subjects
MAGIC squares, STEINER systems, GROUP theory, MATRICES (Mathematics), ORTHOGONAL arrays, INFINITE element method
Abstract

An N2 resolvable Latin square is a Latin square with no 2 × 2 subsquares that also has an orthogonal mate. In this paper we show that N2 resolvable Latin squares exist for all orders n with n ≠ 2, 4, 6, 8. [ABSTRACT FROM AUTHOR]

Published
2009
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