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On Integer Matrices and Incidence Matrices of Certain Combinatorial Configurations, II: Rectangular Matrices
Published online by Cambridge University Press: 20 November 2018
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In this paper we establish a connection between rectangular integer matrices and incidence matrices of resolvable balanced incomplete block designs. The definition of these terms has been given in paper I of this series.
Our theorem can be stated as follows:
THEOREM 2. Let A be a v X b matrix with integer elements such that
2.1
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- Research Article
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- Copyright © Canadian Mathematical Society 1966
References
1.
Bose, R. C., A note on the resolvability of balanced incomplete block designs, Sankhyā, 6 (1942), 105–110.Google Scholar
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