Description Usage Format Details Source
Quoted from Ratkowsky et al. (1992) (see page 2): "Consider the pair of 3 × 3 Latin squares given in Table 1.1, taken from Cochran and Cox (1957), p. 135. The response variable is milk yield. This pair of squares is an example of a "diagram-balanced" pair, in which each treatment is preceded and followed equally often by each other treatment."
1 |
A tibble
with 18 rows (observations) and 7
columns (variables):
A continuous outcome measurement. Stored as an
integer
.
The period of the trial corresponding to each observation.
Stored as a factor
.
The subject corresponding to each observation. Stored as a
factor
.
The administered treatment corresponding to each
observation. Stored as a factor
.
The treatment sequence for the subject corresponding to
each observation. Stored as a factor
.
The treatment sequence index for the subject
corresponding to each observation. Stored as a factor
.
A categorical covariate. Stored as a
factor
.
Data pertains to a trial with
3 treatments;
3 periods;
6 sequences;
6 subjects;
1 continuous outcome measurement;
1 categorical covariate.
Ratkowsky DA, Evans MA, Alldredge JR (1992) Cross-Over Experiments: Design, Analysis and Application. Marcel Dekker: New York.
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