Welcome![Sign In][Sign Up]
Location:
Downloads SourceCode OS program Linux-Unix
Title: 1D_Gabor_transform Download
 Description: This MATLAB package implements the Gabior-like wavelet transform in 1-dimension as described in the paper: [1] K.N. Chaudhury, M. Unser, "Construction of Hilbert Transform Pairs of Wavelet Bases and Gabor-Like Transforms," IEEE Transactions on Signal Processing, vol. 57, no. 9, pp. 3411-3425, September 2009. Author: K.N. Chaudhury. The modules are as follows: --------------------------- 1. demo.m Demonstrates the usage of the software with a simple example. 2. autcorr.m Computes the frequency response of the autocorrelation function. 3. filters.m Computes the scaling and wavelet filters. 4. projectionFilters.m Computes the filters for the least-squares projection onto the approximation spaces. 5. analysis.m Computes the complex wavelet subbands at different resolutions. 6. synthesis.m Reconstructs the original signal from the lowpass approximation and the wavelet coefficients. 7. displayResults.m Disp
 Downloaders recently: [More information of uploader 1960736916]
 To Search:
File list (Check if you may need any files):
1D-Gabor-transform
..................\.DS_Store
..................\analysis.m
..................\autocorr.m
..................\demo.m
..................\displayResults.m
..................\exception.m
..................\filters.m
..................\LICENCE.txt
..................\projectionFilters.m
..................\README.txt
..................\synthesis.m
__MACOSX
........\1D-Gabor-transform
........\..................\._.DS_Store
........\..................\._analysis.m
........\..................\._autocorr.m
........\..................\._demo.m
........\..................\._displayResults.m
........\..................\._exception.m
........\..................\._filters.m
........\..................\._LICENCE.txt
........\..................\._projectionFilters.m
........\..................\._README.txt
........\..................\._synthesis.m
license.txt
    

CodeBus www.codebus.net