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BETA WAVELETS
by Hélio de Oliveira
Compactly Supported One-cyclic Wavelets Derived from Beta Distributions
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| betainfo.m |
function betainfo
%BETAINFO Information on beta wavelets
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% Beta Wavelets
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% General characteristics: Continuous and compactly supported wavelets.
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% Family Beta
% Short name beta
% parameters alpha, beta: both strictly greater than 2
% Examples beta33, or beta36, beta63, beta66, beta39, beta93.
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% Orthogonal ?
% Compact support yes (wavelet and scale)
% scale function yes
% DWT no
% CWT yes
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% Support width T=(alpha+beta).sqrt((alpha+beta+1)/(alpha.beta))
% support [-sqrt((alpha/beta).(alpha+beta+1),
% sqrt((beta/alpha).(alpha+beta+1)]
% Symmetry possible
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% Reference: NEW CONTINUOUS COMPACTLY SUPPORTED WAVELETS DERIVED FROM BETA DISTRIBUTIONS
% G.A.A. de Arajo, H.M. de Oliveira
% (submitted)
% Giovana A. A. de Arajo, H.M. de Oliveira 20-Feb-05.
% Last Revision: 23-Feb-2005.
% Freeware version
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