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Valider cb4a194c rédigé par Michel Crucifix's avatar Michel Crucifix
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plot routines

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......@@ -8,7 +8,7 @@ Maintainer: Michel Crucifix <michel.crucifix@uclouvain.be>
Description: Collection of time series analysis tools, focused on spectral decomposition and reconstruction, with an original focus on astronomical theory of paleoclimates and cyclostratigraphy.
License: MIT licence
LazyLoad: yes
RoxygenNote: 7.2.3
RoxygenNote: 7.3.1
Imports: Rdpack, sfsmisc, cmna, gsignal, pracma
RdMacros: Rdpack
Depends:
......
......@@ -10,11 +10,13 @@ export(cwt_morlet)
export(hilbert_extension)
export(mem)
export(mfft)
export(mfft_anova)
export(mfft_real)
export(mfft_real_C)
export(mfft_real_ter)
export(powerspectrum.wavelet)
export(reconstruct_mfft)
export(reconstruct_morlet)
export(ssa)
importFrom(Rdpack,reprompt)
importFrom(cmna,goldsectmax)
......
......@@ -93,6 +93,9 @@ enhance_ridge <- function(A,R,confidence=0.95,inter=0.08)
}
#' @export reconstruct_morlet
reconstruct_morlet <- function(W,scales=c(-Inf,Inf), periods=NULL)
{
if (!(attr(W,"class")=="wavelet")) stop ("object is not a wavelet transform")
......
......@@ -88,7 +88,7 @@ mfft <- function(xdata, minfreq=NULL, maxfreq=NULL, flag=1, nfreq=30) {
# take care and verify that this actually works this way
OUT = data.frame(Freq=Freq, Ampl=Ampl, Phase=Phase)
attr(OUT,"class") = "mfft_deco"
return(data.frame(Freq=Freq, Ampl=Ampl, Phase=Phase))
return(OUT)
}
#
......
......@@ -182,7 +182,7 @@ reconstruct_mfft <- function(M){
#' MFFT ANOVA
#' @rdname mfft_deco
#' @export mfft_anova
reconstruct_mfft <- function(M){
mfft_anova <- function(M){
if (!(attr(M,"class")=="mfft_deco")) stop ("object is not a MFFT decomposition")
xdata <- attr(M,"xdata")
nfreq <- attr(M,"nfreq")
......
......@@ -2,13 +2,18 @@
% Please edit documentation in R/mfft_real.R
\name{reconstruct_mfft}
\alias{reconstruct_mfft}
\alias{mfft_anova}
\alias{plot.mfft_deco}
\title{MFFT reconstruction}
\usage{
reconstruct_mfft(M, times)
reconstruct_mfft(M)
mfft_anova(M)
\method{plot}{mfft_deco}(M, ...)
}
\description{
MFFT reconstruction
MFFT ANOVA
}
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