A q×q Latin square is an arrangement of q symbols, each repeated q times, in a square of side q such that each symbol appears exactly once in each row and in each column. Such arrangements are useful ...

In effect, each row (and each column) is a permutation of four distinct numbers (or symbols). Such arrays have proved useful for a variety of purposes. Suppose, for example, you wanted to check the ...

The Canadian Journal of Statistics / La Revue Canadienne de Statistique, Vol. 3, No. 1 (1975), pp. 119-124 (6 pages) Bradley (1958) proposed a very simple procedure for constructing latin square ...

One solution of the problem of adding a further set of n non-interacting treatments to an existing n x n Latin square is to use a Graeco-Latin square, if one exists. This solution is never possible ...

All of the preceding examples involve designs with completely nested block structures, for which PROC PLAN was especially designed. However, by appropriate coordination of its facilities, a much wider ...

THE efficacy of the Latin-square design 1 in eliminating two-dimensional variation from treatment comparisons, particularly in field experiments, has long been established. Kendall 2 states that ...