📄 simpareto.m
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function [sample] = simpareto(M, N, alpha)
% SIMPARETO random numbers from Pareto distribution:
% pdf f(x)=alpha/(1+x)^(1+alpha), x>0
% cdf F(x)=1-1/(1+x)^alpha, x>0
% inverse cdf G(y)=(1-y)^(-1/alpha)-1, 0<y<1
%
% [sample] = simpareto(M, N, alpha)
%
% Inputs:
% M - number of rows in the output matrix
% N - number of columns in the output matrix
% alpha - parameter of the distribution. Should be
% positive.
%
% Outputs:
% sample - a matrix of random numbers
%
% See also SIMBINOM, SIMDISCR, SIMEXP, SIMGEOM
% Authors: R.Gaigalas, I.Kaj
% v1.3 04-Oct-02
% Modified 02-Dec-05 to generate a matrix
% check arguments
if (alpha <= 0)
error('alpha negative or zero');
end
% generate a uniform sample and apply the inverse cdf
sample = (1-rand(M, N)).^(-1/alpha)-1;
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