Swave
is a library of Splus functions which provide an
environment for the Time-Frequency analysis of 1-D signals (and
especially for the wavelet and Gabor transforms of noisy signals.)
It was written by the authors
first at the University of California at Irvine and then at Princeton
University. Credit should also be given to Andrea Wang whose functions
on the dyadic wavelet transform are included. Swave was developed for
Splus to appeal to the statistics community.
Data
All the signals used as illustrations in the book
are included in Swave. Most of them are provided as ASCII files
to be scanned in Splus. They are found in the subdirectory signals of
the archive.
A small number of files are provided in binary format in the .Data
subdirectory.
The Swave library contains all the functions used in the book together
with a set of utilities. All of them have an entry in the on-line help.
Getting
Swave:
To download a tar.gz archive click here.
click
here
