Title: Complete Counterbalancing of Immediate Sequential Effects in a Latin Square Design
Abstract: Abstract If there is an even number of experimental conditions (Latin letters), it is possible to construct a Latin Square in which each condition is preceded by a different condition in every row (and in every column, if desired). These designs are useful in counterbalancing immediate sequential, or other order, effects. A simple, and easily remembered, procedure by which to construct such squares is described and illustrated. A proof is offered which shows that the procedure is valid for any size square having an even number of cells on a side.
Publication Year: 1958
Publication Date: 1958-06-01
Language: en
Type: article
Indexed In: ['crossref']
Access and Citation
Cited By Count: 255
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