📄 mfbox_pre_varthreshold_run.m
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function [X,mask,grid,timeline,params,private]=mfbox_pre_varthreshold_run(X,mask,grid,timeline,params,runflag,private)% select voxels by variance%% Usage:% [X,mask,grid,timeline,params,private]=mfbox_pre_varthreshold_run(X,mask,grid,timeline,params,runflag,private)%% X - (NxT) data% or struct for mfbox_databackend('getdata',X,i),[],1);% mask - data mask (XxYxZ) with sum(mask(:))==N% grid - 3d positions (3xN) of the data values% timeline - timeline (1xT)% params - struct with% priority - evaluation priority% varmin - min variance% varmax - max variance% runflag - -1 get default parameter% 0 interactive ask parameters% 1 interactive ask parameters and run% 2 run% private - private data to enable plot updates while selecting (see also mfbox_databackend)%% Copyright by Peter Gruber and Fabian J. Theis% Signal Processing & Information Theory group% Institute of Biophysics, University of Regensburg, Germany% Homepage: http://research.fabian.theis.name% http://www-aglang.uni-regensburg.de%% This file is free software, subject to the % GNU GENERAL PUBLIC LICENSE, see gpl.txterror(nargchk(1,7,nargin));error(nargchk(1,6,nargout));if (isstruct(X)), s = [X.dim,X.timesteps];else s = size(X);enddim = s(1:(end-1));if (length(dim)<2), dim = [1,dim]; endn = s(end);if (nargin<2), mask = true(dim); enddim = size(mask);if (length(dim)==length(s)), n = 1; endif (nargin<3), grid = mfbox_mkgrid(dim)'; endif (nargin<4), timeline = 0:(n-1); endif (nargin<5), params = []; endif (nargin<6), runflag = 1; endif (nargin<7), private = []; endms = size(mask);if (any(ms==0)), ms = 0; endng = mat2cell(mfbox_mkgrid(ms),prod(ms),ones(1,length(ms)));g = cell(1,size(grid,1));for i=1:size(grid,1), g{i} = reshape(grid(i,:),dim); endif (length(dim)>1&&prod(dim)>0) if (isstruct(X)) oX = X; X = zeros([prod(dim),n],'single'); es = zeros(dim); e = zeros(dim); for i=1:n v = reshape(mfbox_databackend('getdata',oX,i),dim); es = es+v.^2; e = e+v; X(mask(:),i) = v(mask); end mvar = sqrt((es/n)-(e/n).^2); else es = zeros(dim); e = zeros(dim); X = reshape(X,[],n); for i=1:n v = X(:,i); es = es+v.^2; e = e+v; end mvar = sqrt((es/n)-(e/n).^2); endelse mvar = [];endif (~isempty(mvar)) mvar = reshape(interpn(g{:},mvar,ng{:}),ms);endmaxvar = max(mvar(:));params = mfbox_checkparam(params,'pre','varthreshold', ... struct('varmin',0,'varmax',1,'priority',40));if (abs(runflag-0.5)<1) if (exist('OCTAVE_HOME')~=5)% matlab [params,private] = mfbox_pre_varthresholdg(X,mask,grid,timeline,params,runflag,private); elseif (exist('OCTAVE_HOME')==5) %octave [params,runflag] = mfbox_getparam(params,runflag,'mfbox_pre_varthresholdg.py'); endendif (runflag>0 && isstruct(params)) v = params.varmin; w = params.varmax; if (v<w), mask = mask&(mvar>=v*maxvar)&(mvar<=w*maxvar); else mask = mask&((mvar<w*maxvar)|(mvar>v*maxvar)); end sgr = size(grid); sm = size(mask); g = mat2cell(min(repmat(sm',1,sgr(2)),max(ones(sgr), ... round(grid))),ones(1,sgr(1)),sgr(2)); nmask = mask(sub2ind(sm,g{:})); grid = grid(:,nmask); X = reshape(X,[],n); X = X(nmask,:);end
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