📄 walpha.m
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function[auv,aeo,adc,apn]=walpha(wu,wv)% WALPHA Widely linear transform anisotropy parameters.%% [AUV,AEO,ADC,APN]=WALPHA(WU,WV) where WU and WV are the U and V% widely linear transforms for a complex-valued time series, returns% the anisotropy parameters AUV, AEO, ADC, and APN defined as%% AUV = (|WP|^2 - |WN|^2)./(|WP|^2 + |WN|^2)%% and so forth. See Lilly (2005) for details.%% See also TRANSCONV.% _________________________________________________________________% This is part of JLAB --- type 'help jlab' for more information% (C) 2004--2005 J.M. Lilly --- type 'help jlab_license' for details auv=frac(abs(wu).^2-abs(wv).^2,abs(wu).^2+abs(wv).^2);[wa,wb]=wconvert(wu,wv,'pn');apn=frac(abs(wa).^2-abs(wb).^2,abs(wa).^2+abs(wb).^2); [wa,wb]=wconvert(wu,wv,'eo');aeo=frac(abs(wa).^2-abs(wb).^2,abs(wa).^2+abs(wb).^2);[wa,wb]=wconvert(wu,wv,'dc');adc=frac(abs(wa).^2-abs(wb).^2,abs(wa).^2+abs(wb).^2);
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