diff --git a/CCREClass.m b/CCREClass.m index 55f06e3..fdb8b90 100644 --- a/CCREClass.m +++ b/CCREClass.m @@ -12,10 +12,14 @@ classdef CCREClass0.5)=0; %set the weight for all in the histogram to the left side (i.e. =FC,1,'first'); - if obj.UseHistProxy + if obj.UseHistProxyFlag obj.P_RB=FC(ind); if ind==numel(bin)%if RB is (beyond) the last bin, warning(sprintf('RB is hitting the upper bin value\n Maybe increase number of bins')) %#ok<*SPWRN> diff --git a/TestCREClass.m b/TestCREClass.m index 3abd73c..70ed77b 100644 --- a/TestCREClass.m +++ b/TestCREClass.m @@ -6,30 +6,30 @@ A=randn(100); %% create instance of CRE class S1=CREClass; %% Calculate by setting labda equal to each of the (unique) values in the data. -S1.UseHistProxy=false; +S1.UseHistProxyFlag=false; S1.EqualSizeBinFlag=false; S1.Data=A;% set gaussian data S1.Calc; - -% use histogram aproximation with unequal bin sizes in the histogram +disp(S1) +%% use histogram aproximation with unequal bin sizes in the histogram S2=CREClass; -S2.UseHistProxy=true; +S2.UseHistProxyFlag=true; S2.EqualSizeBinFlag=false; S2.Data=A;% set gaussian data S2.nBin=numel(A); % set nbin to npoints; This is fine as we use the cummulative distribution and the formulas as defined in Zografos S2.Calc - -% use histogram aproximation with equal bin sizes in the histogram +disp(S2) +%% use histogram aproximation with equal bin sizes in the histogram S3=CREClass; -S3.UseHistProxy=true; +S3.UseHistProxyFlag=true; S3.EqualSizeBinFlag=false; S3.Data=A;% set gaussian data S3.nBin=numel(A); % set nbin to npoints; This is fine as we use the cummulative distribution and the formulas as defined in Zografos S3.Calc - -%Check recalculation of edges +disp(S3) +%% Check recalculation of edges S4=CREClass; -S4.UseHistProxy=true; +S4.UseHistProxyFlag=true; S4.EqualSizeBinFlag=true; S4.Data=A;% set gaussian data S4.nBin=numel(A); % set nbin to npoints; This is fine as we use the cummulative distribution and the formulas as defined in Zografos @@ -40,16 +40,16 @@ S4.CalcEdges ; % force a recalculation of the edges S4.Calc; disp(S4) -return; + %% Show effect of scaling or ofsett the data % Scale S.Data=100*A; -S.UseHistProxy=true; +S.UseHistProxyFlag=true; S.Calc; disp(S); % Offset S.Data=A+10; -S.UseHistProxy=true; +S.UseHistProxyFlag=true; S.Calc; disp(S); %% @@ -66,7 +66,7 @@ out(numel(w),1)=struct('w',[],'CRE',[],'CCRE',[],'R',[]); for k=1:numel(w) out(k).w=w(k); CS=CCREClass; - CS.EquidistantBinFlag=false; + CS.EqualSizeBinFlag=false; CS.Data=1*(1-abs(w(k)))*A+w(k)*B; CS.nBin=50; CS.DataRef=B; @@ -86,4 +86,4 @@ disp(CS); plot([out(:).w],[out(:).CCRE],'o'); plot([out(:).w],[out(:).CRE],'x'); figure(3);clf - plot([out(:).w],[out(:).R],'d') \ No newline at end of file + plot([out(:).w],[out(:).R],'d'); \ No newline at end of file