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rd_paauAnalysis.m
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rd_paauAnalysis.m
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% rd_paauAnalysis.m
%% setup
% load paauDataT1T2, paauPresAUDiffT1T2, subjects, twin
load('/Volumes/DRIVE1/DATA/rachel/MEG/TADetectDiscrim/MEG/Group/mat/paau_workspace_20160919.mat')
tf9FigPos = [0 250 1280 580];
nSubjects = numel(subjects);
nShuffles = 10000;
paauPresAUDiffMean = squeeze(mean(paauPresAUDiffT1T2,2));
% "evoked SSVEF": present-absent
auPADiff = paauDataT1T2(:,1:2,:,:) - paauDataT1T2(:,3:4,:,:);
auPADiffMean = squeeze(mean(auPADiff,3));
auPADiffSte = squeeze(std(auPADiff,0,3)./sqrt(nSubjects));
%% permutation test: any difference between A and U following target present?
% shuffle condition labels to generate null distribution of PresAUDiff
for iShuffle = 1:nShuffles
for iT = 1:2
attLabel = randi(2, 1, nSubjects);
for iS = 1:nSubjects
shuffleData(:,1,iS,iT,iShuffle) = paauDataT1T2(:,attLabel(iS),iS,iT);
shuffleData(:,2,iS,iT,iShuffle) = paauDataT1T2(:,3-attLabel(iS),iS,iT);
end
end
end
shuffleAUDiff = squeeze(diff(shuffleData,1,2)); % [time subject T1T2 shuffle]
shuffleAUDiffMean = squeeze(mean(shuffleAUDiff,2)); % [time T1T2 shuffle]
for iT = 1:2
ci(:,:,iT) = prctile(squeeze(shuffleAUDiffMean(:,iT,:)),[2.5 97.5],2);
end
%% plot mean PresAUDiff with confidence intervals
fH = figure;
for iT = 1:2
subplot(1,2,iT)
hold on
plot(twin([1 end]), [0 0], 'k:')
plot(twin(1):twin(end), ci(:,:,iT),'b','LineWidth',2)
shadedErrorBar(twin(1):twin(end), mean(paauPresAUDiffT1T2(:,:,iT),2), std(paauPresAUDiffT1T2(:,:,iT),0,2)/sqrt(nSubjects), {'color', 'k', 'LineWidth', 3}, 1)
vline(0,'color','k','LineStyle',':');
xlabel('time (ms)')
ylabel('amplitude difference (att-unatt)')
title(sprintf('T%d, target present trials', iT))
end
%% plot mean auPADiff with confidence intervals
colors = {'b','g'};
fH = figure;
for iT = 1:2
subplot(1,2,iT)
hold on
plot(twin([1 end]), [0 0], 'k:')
for iAU = 1:2
shadedErrorBar(twin(1):twin(end), auPADiffMean(:,iAU,iT), auPADiffSte(:,iAU,iT), {'color', colors{iAU}, 'LineWidth', 3}, 1)
end
vline(0,'color','k','LineStyle',':');
xlabel('time (ms)')
ylabel('amplitude difference (att-unatt)')
title(sprintf('T%d, target present trials', iT))
end
%% fit line+Gaussian to individual subject curves
fittwin = [0 600];
t = fittwin(1):fittwin(end);
fittidx = [find(twin(1):twin(end)==fittwin(1)) find(twin(1):twin(end)==fittwin(2))];
opt = optimset('MaxFunEvals',20000,'MaxIter',20000);
% paramNames = {'m','b','mu','sigma','amp'}; % x
paramNames = {'m','b'};
linePlusGaussian = @(x,t) x(1)*t + x(2) + normpdf(t, x(3), x(4))*x(5);
lineOnly = @(x,t) x(1)*t + x(2);
model = lineOnly;
cost = @(x,y,t) sum((y - model(x,t)).^2);
% x0 = [0, 1, 300, 50, -20];
x0 = [0 1];
figure
for iS = 1:nSubjects
for iT = 1:2
for iAU = 1:2
% data
y = paauDataT1T2(fittidx(1):fittidx(2),iAU,iS,iT)';
% fit
fun = @(x)cost(x,y,t);
[x,fval,exitflag,output] = fminsearch(fun,x0,opt);
% results
yhat = model(x,t);
% plot
clf
plot([y' yhat'])
pause(.5)
% store results
fit.y(:,iAU,iT,iS) = y;
fit.x(:,iAU,iT,iS) = x;
fit.cost(iAU,iT,iS) = fval;
fit.yhat(:,iAU,iT,iS) = yhat;
fit.exitflag(iAU,iT,iS) = exitflag;
end
end
end
% calculate R2
fit.sstot = squeeze(sum((fit.y - repmat(mean(fit.y),length(t),1,1,1)).^2));
fit.R2 = 1-fit.cost./fit.sstot;
fit.paramNames = paramNames;
%% compare fits of line+gauss (lg) and line only (l) models
rss1 = fitl.cost; % restricted
rss2 = fitlg.cost; % unrestricted
p1 = numel(fitl.paramNames);
p2 = numel(fitlg.paramNames);
n = size(fitl.y,1);
for iS = 1:nSubjects
for iT = 1:2
for iAU = 1:2
[F(iAU,iT,iS), pval(iAU,iT,iS)] = ...
ftestnested(rss1(iAU,iT,iS), rss2(iAU,iT,iS), p1, p2, n);
end
end
end
%% plot indiv subjects with fits
ncols = ceil(sqrt(nSubjects));
nrows = ceil(nSubjects/ncols);
for iT = 1:2
fH = figure;
set(gcf,'Position',tf9FigPos)
for iS = 1:nSubjects
subplot(nrows,ncols,iS)
hold on
plot(twin(1):twin(end), paauDataT1T2(:,1:2,iS,iT), 'LineWidth', 2)
plot(t, fit.yhat(:,:,iT,iS))
% xlim(xlims)
% ylim(diffYLims)
vline(0,'color','k','LineStyle',':');
if iS==1
xlabel('time (ms)')
% ylabel('amplitude difference (T2-T1)')
end
title(und2space(subjects{iS}))
end
legend('P-att','P-unatt')
rd_supertitle2(sprintf('T%d', iT))
end
%% plot fit results
% fit quality
figure
subplot(3,1,1)
bar(reshape(fit.cost,4,nSubjects)')
ylabel('cost')
set(gca,'XTick',1:nSubjects)
subplot(3,1,2)
bar(reshape(fit.R2,4,nSubjects)')
ylabel('R2')
set(gca,'XTick',1:nSubjects)
subplot(3,1,3)
bar(reshape(1-fit.exitflag,4,nSubjects)')
ylabel('exitflag (1=issue)')
set(gca,'XTick',1:nSubjects)
% parameters
ylims.m = [-.005 .005];
ylims.b = [-.5 2.5];
ylims.mu = [-100 1000];
ylims.sigma = [0 300];
ylims.amp = [-500 100];
nParams = numel(paramNames);
figure
for iP = 1:nParams
subplot(nParams,1,iP)
bar(reshape(fit.x(iP,:,:,:),4,nSubjects)')
ylabel(paramNames{iP})
set(gca,'XTick',1:nSubjects)
ylim(ylims.(paramNames{iP}))
end
%% compare parameters across conditions
% exclude subjects where the fitting is bad
badFitSubjects = squeeze(any(any(fit.exitflag==0)));
posAmpSubjects = squeeze(any(any(squeeze(fit.x(strcmp(paramNames,'amp'),:,:,:))>0)));
muOutOfRangeSubjects = squeeze(any(any(squeeze(fit.x(strcmp(paramNames,'mu'),:,:,:))<fittwin(1)))) | ...
squeeze(any(any(squeeze(fit.x(strcmp(paramNames,'mu'),:,:,:))>fittwin(2))));
excludeSubjects = badFitSubjects | posAmpSubjects | muOutOfRangeSubjects;
goodSubjects = find(~excludeSubjects);
% goodSubjects = 1:nSubjects;
mu = squeeze(fit.x(strcmp(paramNames,'mu'),:,:,goodSubjects));
muDiff = squeeze(diff(mu));
amp = squeeze(fit.x(strcmp(paramNames,'amp'),:,:,goodSubjects));
sigma = squeeze(fit.x(strcmp(paramNames,'sigma'),:,:,goodSubjects));
ampTrue = 0.4*amp./sigma; % in units of relative signal change (same as time series units)
ampTrueDiff = squeeze(diff(ampTrue));
figure
bar(reshape(mu,4,numel(goodSubjects))')
set(gca,'XTickLabel',goodSubjects)
xlabel('subject')
ylabel('mu')
legend('T1 P-att','T1 P-unatt','T2 P-att','T2 P-unatt')
figure
bar(reshape(ampTrue,4,numel(goodSubjects))')
set(gca,'XTickLabel',goodSubjects)
xlabel('subject')
ylabel('amp (relative signal change)')
legend('T1 P-att','T1 P-unatt','T2 P-att','T2 P-unatt')