Latin Square Design (LSD): Theory & Complete R Analysis
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The Latin Square Design (LSD) extends blocking to two simultaneous directions of environmental variation. By controlling both a row gradient and a column gradient, it achieves greater error reduction than RCBD while using the same number of experimental units. It is the design of choice when two orthogonal sources of heterogeneity are known in advance — such as row (fertility) and column (irrigation) gradients in a field, or row (day) and column (technician) effects in a laboratory.