SilvermanOverP.Rd

% Generated by roxygen2: do not edit by hand
% Please edit documentation in R/filter.R
\name{SilvermanOverP}
\alias{SilvermanOverP}
\title{SilvermanOverP returns a filter function with bindings for P.}
\usage{
SilvermanOverP(p, R = 100, na.rm = T)
}
\arguments{
\item{p}{The p-value that is used to reject Silvermans Test for unimodality (given by k=1 using the Hall/York adjustments)}

\item{R}{The number of bootstrap replicates for each test.}

\item{na.rm}{Whether NAs should be removed.}
}
\value{
A function with bindings for p and R.
}
\description{
SilvermanOverP returns a filter function with bindings for P.
}
\details{
The null hypothesis of a silvermantest is that the underlying
density has at most k modes (H0: number of modes <= k). By rejecting
this hypothesis (returned p-value is smaller than given level of
significance) one can verify that the underlying density has more
than k modes.
This function evaluates to TRUE if the Silverman Test's for unimodality (k=1)
can be rejected at the significance level p.
}