📄 ricetest.m
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function q = ricetest(inph,quad,data,bins)
y = sort(data); %data to be tested
b = sqrt((std(inph)^2 + std(quad)^2)/2); %Rician parameter
a = mean(inph); %Rician parameter
inter = max(y) - min(y); %interval for chi-square test
intstep = inter/bins; %size of sub-interval
intval = [min(y):intstep:max(y)]; %samples at the sub-intervals
k = [zeros(1,bins)]; %number of samples in each sub-interval
%counting the samples in each sub-interval
for i = 1:length(y)
for j = 1:bins
if y(i) <= intval(j+1)
k(j) = k(j) + 1;
break;
end;
end;
end;
Fy = zeros(1,length(intval));
for i = 1:length(intval)
x = 0:intval(i)/(i*400):intval(i); %integration range
I = besseli(0,x.*(a/b^2)); %Bessel function of zero order and first kind
fy = (x./b^2).*exp(-(a^2+x.^2)./(2*b^2)).*I; %pdf at each sub-interval sample
Fy(i) = trapz(x,fy); %cdf at each sub-interval sample
end;
p = zeros(1,bins);
for i = 1:bins
p(i) = Fy(i+1) - Fy(i); %probabilities at the sub-interval samples
end;
np = p.*length(y);
q = 0;
for i = 1:bins
q = q + ((k(i)-np(i))^2)/np(i); %chi-square test
end;
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