Concepedia

The number of transversals in a Latin square

Brendan D. McKay, Jeanette C. McLeod, Ian M. Wanless

Designs Codes and Cryptography · 2006 · 68 citations · 15 references

DOI

Concepts

References

15

Latin Squares: New Developments in the Theory and Applications.

M. F. Franklin, József Dénes, A. D. Keedwell · Journal of the Royal Statistical Society Series C (Applied Statistics) · 1992 · 185 citations

, , +13

Small latin squares, quasigroups, and loops

Brendan D. McKay, Alison Meynert, Wendy Myrvold · Journal of Combinatorial Designs · 2006 · 159 citations

, , +11

A lower bound for the length of a partial transversal in a Latin square

Pooya Hatami, Peter W. Shor · Journal of Combinatorial Theory Series A · 2008 · 91 citations

, , +6

The <i>n</i> -Queens Problem

Igor Rivin, Ilan Vardi, Paul Zimmermann · American Mathematical Monthly · 1994 · 66 citations

, , +5

A Generalisation of Transversals for Latin Squares

Ian M. Wanless · The Electronic Journal of Combinatorics · 2002 · 52 citations · Full text

, , +5