Usage
fourfoldplot(x, color = c("#99CCFF","#6699CC","#FF5050","#6060A0", "#FF0000", "#000080"),
conf.level = 0.95, std = c("margins", "ind.max", "all.max"),
margin = c(1, 2), space = 0.2, main = NULL,
mfrow = NULL, mfcol = NULL, extended = TRUE, ticks = 0.2,
p.adjust.method = p.adjust.methods)
Arguments
x
a 2 by 2 by $k$ contingency table in array form, or as a
2 by 2 matrix if $k$ is 1.
color
a vector of length 6 specifying the colors to use for the
smaller and larger diagonals of each 2 by 2 table. The first pair
is used for the standard (non-extended) plots, the other two
for the extended version: the second/third pair is used fo
conf.level
confidence level used for the confidence rings on
the odds ratios. Must be a single nonnegative number less than 1;
if set to 0, confidence rings are suppressed.
std
a character string specifying how to standardize the table.
Must be one of "margins"
, "ind.max"
, or
"all.max"
, and can be abbreviated by the initial letter.
If set to "margins"
, each 2 by 2 t
margin
a numeric vector with the margins to equate. Must be
one of 1
, 2
, or c(1, 2)
(the default), which
corresponds to standardizing the row, column, or both margins in
each 2 by 2 table.
Only used if
space
the amount of space (as a fraction of the maximal radius
of the quarter circles) used for the row and column lebals.
main
character string for the fourfold title.
mfrow
a numeric vector of the form c(nr, nc)
, indicating
that the displays for the 2 by 2 tables should be arranged in an
nr
by nc
layout, filled by rows.
mfcol
a numeric vector of the form c(nr, nc)
, indicating
that the displays for the 2 by 2 tables should be arranged in an
nr
by nc
layout, filled by columns.
extended
if TRUE
, extended plots are plotted,
i.e. colors are brighter for significant logoddsratios, and ticks
are plotted for pies with positive logodds.
ticks
the length of the ticks. If set to 0, no ticks are
plotted.
p.adjust.method
method to be used for p-value adjustments for
multistratum-plots. The p-values are used for the ``visual''
significance tests of the oddsratios.