finished solutions for spike counts
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@@ -1,37 +1,33 @@
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function fanoplot( spikes )
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% computes fano factor as a function of window size
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function fanoplot(spikes, titles)
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% computes and plots fano factor as a function of window size
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% spikes: a cell array of vectors of spike times
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tmax = spikes{1}(end);
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windows = 0.01:0.05:0.01*tmax;
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% titles: string that is used as a title for the plots
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windows = logspace(-3.0, -0.5, 100);
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mc = windows;
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vc = windows;
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ff = windows;
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for j = 1:length(windows)
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w = windows( j );
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% collect counts:
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n = [];
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for k = 1:length(spikes)
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for tk = 0:w:tmax-w
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nn = sum( ( spikes{k} >= tk ) & ( spikes{k} < tk+w ) );
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%nn = length( find( ( spikes{k} >= tk ) & ( spikes{k} < tk+w ) ) );
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n = [ n nn ];
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end
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end
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w = windows(j);
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counts = spikecounts(spikes, w);
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% statistics for current window:
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mc(j) = mean( n );
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vc(j) = var( n );
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ff(j) = vc( j )/mc( j );
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mc(j) = mean(counts);
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vc(j) = var(counts);
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ff(j) = vc(j)/mc(j);
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end
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subplot( 1, 2, 1 );
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scatter( mc, vc, 'filled' );
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xlabel( 'Mean count' );
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ylabel( 'Count variance' );
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subplot(1, 2, 1);
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scatter(mc, vc, 'filled');
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title(titles);
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xlabel('Mean count');
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ylabel('Count variance');
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subplot( 1, 2, 2 );
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scatter( 1000.0*windows, ff, 'filled' );
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xlabel( 'Window W [ms]' );
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ylabel( 'Fano factor' );
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subplot(1, 2, 2);
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scatter(1000.0*windows, ff, 'filled');
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title(titles);
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xlabel('Window [ms]');
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ylabel('Fano factor');
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xlim(1000.0*[windows(1) windows(end)])
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ylim([0.0 1.1]);
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set(gca, 'XScale', 'log');
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end
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9
pointprocesses/code/fanoplots.m
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9
pointprocesses/code/fanoplots.m
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@@ -0,0 +1,9 @@
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spikes{1} = poissonspikes;
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spikes{2} = pifouspikes;
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spikes{3} = lifadaptspikes;
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idents = {'poisson', 'pifou', 'lifadapt'};
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for k = 1:3
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figure(k)
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fanoplot(spikes{k}, titles{k});
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savefigpdf(gcf, sprintf('fanoplots%s.pdf', idents{k}), 20, 7);
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end
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@@ -15,13 +15,14 @@ function counts = spikecounts(spikes, w)
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counts = [];
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for k = 1:length(spikes)
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times = spikes{k};
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% alternative 1: count the number of spikes in each window:
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% method 1: count the number of spikes in each window:
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% for tk = 0:w:tmax-w
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% nn = sum((times >= tk) & (times < tk+w));
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% %nn = length(times((times >= tk) & (times < tk+w)));
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% %nn = length(find((times >= tk) & (times < tk+w)));
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% counts = [counts nn];
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% end
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% alternative 2: use the hist() function to do that!
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% method 2: use the hist() function to do that!
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tbins = 0.5*w:w:tmax-0.5*w;
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nn = hist(times, tbins);
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counts = [counts nn];
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17
pointprocesses/code/spikecountshists.m
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17
pointprocesses/code/spikecountshists.m
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@@ -0,0 +1,17 @@
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w = 0.1;
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bins = 0.0:1.0:10.0;
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counts{1} = spikecounts(poissonspikes, w);
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counts{2} = spikecounts(pifouspikes, w);
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counts{3} = spikecounts(lifadaptspikes, w);
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titles = {'Poisson', 'PIF OU', 'LIF adapt'};
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for k = 1:3
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subplot(1, 3, k);
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[h, b] = hist(counts{k}, bins);
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bar(b, h/sum(h));
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title(titles{k})
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xlabel('Spike count');
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xlim([-0.5, 8.5]);
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ylim([0.0 0.8]);
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end
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savefigpdf(gcf, 'spikecountshists.pdf', 20, 7);
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