Author:
Mullin R. C.,Wallis W. D.
Publisher
Springer Science and Business Media LLC
Subject
Applied Mathematics,Discrete Mathematics and Combinatorics,General Mathematics
Reference59 articles.
1. Anderson, B. A.,A perfectly arranged Room square, Proceedings of the Fourth Southeastern Conference on Combinatorics. Graph Theory and Computing, March 1973, pp. 141–150.
2. Archbold, J. W.,A combinatorial problem of T. G. Room, Mathematika7 (1970), 50–55.
3. Archbold, J. W. andJohnson, N. L.,A construction for Room squares and application in experimental design, Ann. Math. Statist.29 (1958), 219–225.
4. Berlekamp, E. R. andHwang, F. K.,Constructions for balanced Howell rotations for bridge tournaments, J. Combinatorial Theory, Series A,12 (1972), 159–166.
5. Bruck, R. H.,What is a loop? In Studies in Modern Algebra. Mathematical Association of America, 1963, pp. 59–99.
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