Further the restricted and unrestricted models are fitted without effects of row, columns, and blocks. The models are fitted by lm, in combination with the function pheur325.
Results are listed directly, or returned in an object. These results
can be typeset by LaTex
- directly, or by the use of the
package xtable
.
fit(object, ...)
pla.fit(data, sampleLabels = levels(unlist(data["Sample"])), indexOfReference = 1, StdName = sampleLabels[indexOfReference], design = "blocks", dfAdj = 0, dr = 2, factor = 1, alpha = 0.05, main = "Parallel Line Model", tag = "PLA", expectedAnova = NULL, expectedPotency = NULL, formatTests = "long", show = FALSE, sink = FALSE, Sweave = FALSE, printPotencyEstimates = TRUE, returnPotencyEstimates = TRUE)
sink
. crd
, blocks
, or latin
for selecting
"Completely Randomized Design", "Randomized block design",
or "Latin square design". samples
.
If data["Sample"]
has one of these values, then these rows are used.
These labels are also used for labels of the returned values.
sampleLabels
.
Sample
of the input data data
.
If data["Sample"]
has this
value, then these rows are from the 'reference'.
"long"
,
"short"
, "both"
, "none"
to select format for
results of validity tests. TRUE
then all the results are reported. paste(tag, "-Result.txt", sep = "")
if this boolean is
TRUE
. 0.05
. alpha
can be a named vector
with the levels of significance for the tests of Regression
,
Linearity
, Parallelism
, and the complementary
probability alpha
of the Confidence
interval of the
potency. If more than one probability is supplied for one test of
validity, then "Unknown"
is reported for tests with
probability between the supplied values, with counts of limits
exceedded.
TRUE
then code is inserted in the
output listing for page breaking in LaTeX. TRUE
then computed potency
values are listed (for Sweave). TRUE
then computed potency
values are returned. data(Turbidimetric); Data <- Turbidimetric
Design <- "blocks"
Data <- readAssayTable(paste(system.file(package = "pla"),
"vignettes/PhEur/data/AntibioticTurbidimetric.txt",
sep = "/"))
Frame <- as.data.frame(Data, dr = 1.5)
fits <- pla.fit(Frame, design = Design, sampleLabels = c("S", "T"),
dr = 1.5, returnPotencyEstimates = TRUE)
## Alternative on object of class 'pla':
plaModel <- plaRBD(Data)
Fits <- fit(plaModel)
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