📄 getlogscaletrans.m
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% function scaleTransLogN = getLogScaleTrans(G)%% Calculate the log scale transition probabilities,% using values defined in structure G,%% (normalized probabilities)function scaleTransLogN = getLogScaleTrans(G)if (G.oneScaleOnly) scaleTransLogN=zeros(1,1,G.numClass); return;endscaleTransLogN = zeros(G.numScales,G.numScales,G.numClass);for cc=1:G.numClass % starts off in non-log space, then log afterards scaleTransLog = zeros(G.numScales,G.numScales); for sc1=2:G.numScales-1 scaleTransLog(sc1,(sc1-1:sc1+1)) = [(1-G.S(cc))/2 G.S(cc) (1-G.S(cc))/2]; end %% boundary conditions that we are not updating - they are %% always the same. scaleTransLog(1,1:2) = [0.9 0.1]; scaleTransLog(end,(end-1:end)) = [0.1 0.9]; warning off; scaleTransLog = log(scaleTransLog); warning on; scaleTransLog(isnan(scaleTransLog))=-Inf; scaleTransLogN(:,:,cc) = scaleTransLog;endreturn;figure, show(scaleTransLogN);
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