2023_Blaschke_Stroke_tDCS_rsfMRI/scripts/toolbox/spm12/spm_vb_robust.m

function [slice] = spm_vb_robust (Y,slice)
% Robust GLM modelling in a slice of fMRI
% FORMAT [slice] = spm_vb_robust (Y,slice)
%
% Y     -  [T x N] time series with T time points, N voxels
%
% slice -  data structure containing fields described in spm_vb_glmar.m
%
% Requires the 'mixture' toolbox: fullfile(spm('Dir'),'toolbox','mixture')
%__________________________________________________________________________
%
% Reference:
% W.D. Penny, J. Kilner and F. Blankenburg. Robust Bayesian General Linear 
% Models. NeuroImage, 36(3):661-671, 2007.
%__________________________________________________________________________
% Copyright (C) 2005-2014 Wellcome Trust Centre for Neuroimaging

% Will Penny 
% $Id: spm_vb_robust.m 6079 2014-06-30 18:25:37Z spm $

[T, Nv] = size(Y);
X       = slice.X;
k       = slice.k;

for i=1:Nv,
    
    fprintf('Analysing voxel %d out of %d\n',i,Nv);
    yv=Y(:,i);
    if sum(diff(yv).^2) > 0
        rglm1   = spm_rglm(yv,X,1);
        rglm2   = spm_rglm(yv,X,2);
        logbf21 = rglm2.fm - rglm1.fm;
        w       = rglm2.posts.w_mean;
        lambda  = 1 / rglm1.variances;
        w_dev   = sqrt(diag(rglm2.posts.w_cov));
        w_cov   = rglm2.posts.w_cov;
        gamma   = rglm2.posts.gamma(2,:)';
    else
        w       = zeros(k,1);
        w_dev   = w;
        w_cov   = eye(k,k);
        lambda  = 0;
        logbf21 = 0;
        gamma   = zeros(T,1);
    end
    
    % Save to slice structure
    slice.wk_mean(:,i)   = w;
    slice.w_dev(:,i)     = w_dev;
    slice.w_cov{i}       = w_cov;
    slice.mean_lambda(i) = lambda;
    slice.F(i)           = logbf21;
    slice.gamma(:,i)     = gamma;
    slice.b(:,i)         = repmat(rglm2.mean_alpha, slice.k, 1);
end

slice.N=Nv;