📄 gbd_pdf.m
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function density=gbd_pdf(x,beta);%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% GBD_PDF - Calculates the values of the probability density% function (PDF) of a distribution from the Generalized Beta Distribution.%% Input:% x = the realization matrix (sample values)% beta = the distribution parameters vector [beta(1) beta(2) beta(3) beta(4)]%% Output:% cp = the PDF matrix corresponding to x%% Copyright (c) Helsinki University of Technology,% Signal Processing Laboratory,% Jan Eriksson, Juha Karvanen, and Visa Koivunen.%% For details see the files readme.txt% and gpl.txt provided within the same package.%% Last modified: 5.9.2000%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% if nargin<2, disp('Usege: gbd_pdf(x,beta)'); error('Not enough input arguments.'); end%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% The PDF is given by the equation (20) in% Eriksson, J., Karvanen, J., and Koivunen, V.:% "Source Distribution Adaptive Maximum Likelihood Estimation of ICA Model", % Proceedings of Second International Workshop on% Independent Component Analysis and Blind Signal Separation,% Helsinki 2000, pp. 227--232%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%C=gamma(beta(3)+beta(4)+2)/(gamma(beta(3)+1)*gamma(beta(4)+1));density=C*beta(2)^(-(beta(3)+beta(4)+1))*(x-beta(1)).^beta(3).*... (beta(1)+beta(2)-x).^beta(4);% The end of the function %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%
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