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#' This function performs a number of gof tests and finds the adjusted p value for the combined test
#' @param x data set
#' @param vals =NA, values of discrete RV, or NA if data is continuous
#' @param pnull cdf under the null hypothesis
#' @param rnull routine to generate data under the null hypothesis
#' @param w (Optional) function to calculate weights, returns -99 if no weights
#' @param phat =function(x) -99, function to estimate parameters from the data, or -99 if no parameters are estimated
#' @param TS user supplied function to find test statistics, if any
#' @param TSextra =NA, list passed to TS, if desired, or NA
#' @param nbins =c(100, 10) number of bins for chi-square tests
#' @param rate =0 rate of Poisson if sample size is random, 0 if sample size is fixed
#' @param Range =c(-Inf, Inf) limits of possible observations, if any, for chi-square tests
#' @param B =c(5000,1000) number of simulation runs for individual and for adjusted p values
#' @param minexpcount =5 minimal expected bin count required
#' @param ChiUsePhat = TRUE, if TRUE param is estimated parameter, otherwise minimum chi square method is used.
#' @param doMethods Methods to include in tests
#' @return None
#' @export
#' @examples
#' # Tests to see whether data comes from a standard normal distribution.
#' pnull = function(x) pnorm(x)
#' rnull = function() rnorm(100)
#' x = rnorm(100)
#' gof_test_adjusted_pvalue(x, NA, pnull, rnull, B=c(1000, 200))
#' # Tests to see whether data comes from a normal distribution with standard deviation 1
#' # and the mean estimated.
#' pnull=function(x, m) pnorm(x, m)
#' rnull=function(m) rnorm(100, m)
#' TSextra = list(qnull=function(x, m=0) qnorm(x, m),
#' pnull=function(x, m=0) pnorm(x, m), phat=function(x) mean(x))
#' phat=function(x) mean(x)
#' x = rnorm(100, 1, 2)
#' gof_test_adjusted_pvalue(x, NA, pnull, rnull, phat=phat, TSextra=TSextra, B=c(1000, 200))
#' # Tests to see whether data comes from a binomial (10, 0.5) distribution.
#' vals=0:10
#' pnull = function() pbinom(0:10, 10, 0.5)
#' rnull = function() table(c(0:10, rbinom(1000, 10, 0.5)))-1
#' x = rnull()
#' gof_test_adjusted_pvalue(x, vals, pnull, rnull, B=c(1000, 200))
#' # Tests to see whether data comes from a binomial distribution with
#' # the success probability estimated from the data.
#' pnull = function(p=0.5) pbinom(0:10, 10, ifelse(p>0&&p<1, p, 0.001))
#' rnull = function(p=0.5) table(c(0:10, rbinom(1000, 10,
#' ifelse(p>0&&p<1, p, 0.001))))-1
#' phat=function(x) mean(rep(0:10,x))/10
#' gof_test_adjusted_pvalue(x, vals, pnull, rnull, phat=phat, B=c(1000, 200))
#'
gof_test_adjusted_pvalue <- function(x, vals= NA, pnull, rnull,
w=function(x) -99, phat=function(x) -99,
TS, TSextra=NA, nbins=c(50, 10), rate=0,
Range=c(-Inf, Inf), B=c(5000,1000), minexpcount=5.0,
ChiUsePhat=TRUE, doMethods) {
# adjust number of bins to account for parameter estimation
if(abs(phat(x)[1]+99)<0.001) nbins=nbins+length(phat(x))
if(length(B)==1) B=c(B, B) # this routine needs two simulation sizes
if(any(is.na(vals))) { # continuous data
check.functions(pnull, rnull, phat, x=x) # do some sanity checks
if(missing(doMethods)) doMethods=c("W", "ZC", "AD", "ES-s-P")
if(missing(TS))
out = gof_test_cont_adj(x, pnull, rnull, w, phat, TSextra=TSextra, nbins=nbins,
rate=rate, Range=Range, B=B, minexpcount=minexpcount, ChiUsePhat=ChiUsePhat,
doMethods=doMethods)
else
out = gof_test_cont_adj(x, pnull, rnull, w, phat, TS=TS, TSextra=TSextra, nbins=nbins,
rate=rate, Range=Range, B=B, minexpcount=minexpcount,
ChiUsePhat=ChiUsePhat, doMethods=doMethods)
}
else {
check.functions(pnull, rnull, vals=vals, phat=phat, x=x)
if(missing(doMethods)) doMethods=c("W", "AD", "s-P")
if(missing(TS))
out = gof_test_disc_adj(x, pnull, rnull, vals, phat, TSextra=TSextra, nbins=nbins,
rate=rate, B=B, minexpcount=minexpcount, ChiUsePhat=ChiUsePhat,
doMethods=doMethods)
else
out = gof_test_disc_adj(x, pnull, rnull, vals, phat, TS=TS, TSextra=TSextra, nbins=nbins,
rate=rate, B=B, minexpcount=minexpcount, ChiUsePhat=ChiUsePhat,
doMethods=doMethods)
}
}
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