Concerning the number of mutually orthogonal latin squares

@article{Wilson1974ConcerningTN,
  title={Concerning the number of mutually orthogonal latin squares},
  author={Richard M. Wilson},
  journal={Discrete Mathematics},
  year={1974},
  volume={9},
  pages={181-198}
}
Let N(n) denote the maximum number of mutually orthogonal Latin squares of order n. It is shown that for large n, 
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References

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Showing 1-10 of 10 references

On the construction of sets of mutually orthogonal Latin squares and the falsity of a conjecture of Euler

  • S. S. Shrikhande
  • Trans . Am . Math . Sot .
  • 1960

A note on orthogonal Latin squares

  • Rogers.
  • Proc . Natl . Acad . Sci . U . S . A .
  • 1959

ParkerS.Construction of some sets of mutually orthogonal Latin squares

  • E.T
  • Proc. Am. Math. Sot
  • 1959

Buchstab , Sur la decomposition des nombres paires

  • A. A.
  • Doklady ) Acad . Sci . URSS
  • 1940

Combinatorial Mathematics, Carus Math. Monograph 14 (Math

  • H. J. Ryser
  • Av. Sci
  • 1900

G . Tarry , Le probleme des 36 officiers

  • R. C.
  • Pacific J . Math .

f - t . Hanani , On the number of orthogonal Latin squares

  • H. F. MacNeish
  • J . Combin . Theory