| exactbinomPlot {exactci} | R Documentation | 
Plot p-value function for one binomial response.
Description
Plots p-values as a function of different point null hypothesis values for p. For two-sided p-values, can plot three types of p-values: the minimum likelihood method (default for binom.test), the central method (i.e., twice the one-sided exact p-values), and Blaker's exact.
Usage
exactbinomPlot(x, n, p = NULL, ndiv = 1000, 
    tsmethod = "central", pRange = c(0, 1), 
    dolines = FALSE, dopoints = TRUE, doci=TRUE, 
    alternative=c("two.sided","less","greater"),
    relErr=1+10^(-7), conf.level=.95, alphaline=TRUE, 
    newplot = TRUE, midp=FALSE, ...)
Arguments
| x | number of successes, or a vector of length 2 giving the numbers of successes and failures, respectively | 
| n | number of trials, ignored if x has length 2 | 
| p | null values of p for plot, if NULL divides pRange into ndiv pieces | 
| ndiv | number of pieces to divide up range of x-axis | 
| tsmethod | two-sided method for p-value calculation, either "minlike","blaker" or "central" | 
| pRange | range for plotting null hypothesis values of p | 
| dolines | logical, add lines to a plot? | 
| dopoints | logical, add points to a plot? | 
| doci | logical, add lines for confidence interval? | 
| alternative | type of alternative for p-values | 
| relErr | number close to 1, avoids problems with ties, see  | 
| conf.level | confidence level for use when doci=TRUE | 
| alphaline | logical, if doci=TRUE should a line be drawn at significance level | 
| newplot | logical,start a new plot? | 
| midp | logical, use mid-pvalues? See  | 
| ... | values passed to plot, points, or lines statement | 
See Also
Examples
## plot central two-sided p-values (double one-sided p-values)
## for 5 positive responses out of 17 tries
exactbinomPlot(5,17)
## add blakers exact p-values
## pch option acts on points, lty acts on ci lines
exactbinomPlot(5,17,tsmethod="blaker",col="blue",pch=".",lty=2,newplot=FALSE)
## can plot one-sided p-values, tsmethod is ignored
exactbinomPlot(5,17,alternative="less")