Abstract
This research study is devoted towards exploring the nature of error functions and estimable treatment contrasts in a model involving Graeco Latin square designs (GLSDs) of orders 4 and 5 in situations wherein there are left- and right-neighbor effects present in the underlying linear model. The model is assumed to be circular. It transpires from the current study that data analysis for GLSDs in the presence of neighbor effects has to be carefully handled.
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