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MATLAB
204
5
function p = z2p(z) % Transforms z-value (e.g. the output of zBinomialComparison) into a p-value p = cdf('norm',-(abs(z)),0,1)*2; % 2 as it's two-tailed (we ignore the sign by taking the absolute value)
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MATLAB
204
10
%{ aodpre.Timeseries (imported) # raw trace from each channel -> aodpre.ScanPoint -> aodpre.Channel ----- trace : longblob # fluorescent trace from given channel %} classdef Timeseries < dj.Relvar end
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MATLAB
205
11
function letter=alphabet(index,capital) if ~exist('capital','var') capital=false(size(index)); end list='abcdefghijklmnopqrstuvwxyz'; letter=list(index); letter(capital)=upper(letter(capital));
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MATLAB
206
10
%{ experiment.Software (lookup) # software : varchar(20) # name of the software version : char(10) # version --- %} classdef Software < dj.Relvar end
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MATLAB
206
11
% Encuentra las secuencias en la matriz Pk_edos. LC function [sec_Pk_edos]=secuencias(Pk_edos) picos=size(find(Pk_edos),1); for sii=1:picos [aa,ss]=find(Pk_edos==sii); sec_Pk_edos(sii)=ss; end;
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MATLAB
207
10
clear; spm_path = '/this/is/for/nipype/spm_path'; pved_path = '/this/is/for/nipype/pved_path'; addpath(spm_path); addpath(pved_path); fib_dir = '/this/is/for/nipype/fib_dir'; pved_est(fib_dir, pved_path);
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MATLAB
208
4
function result = hlp_cpuload % Get the relative CPU load osbean = java.lang.management.ManagementFactory.getOperatingSystemMXBean(); result = osbean.getSystemLoadAverage() / osbean.getAvailableProcessors();
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MATLAB
208
5
function hostip = hlp_hostip() % Find the host IP address in a platform-independent fashion. import java.net.InetAddress; hostip = char(InetAddress.getLocalHost()); hostip = hostip(find(hostip=='/',1)+1:end);
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MATLAB
208
7
function [outputArg1,outputArg2] = batchPlotStim(inputArg1,inputArg2) %BATCHPLOTSTIM Summary of this function goes here % Detailed explanation goes here outputArg1 = inputArg1; outputArg2 = inputArg2; end
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MATLAB
209
12
%{ aodpre.ScanPoint (imported) # my newest table -> aodpre.Set point_id : smallint # scan point numer ----- x : float # (um) y : float # (um) z : float # (um) %} classdef ScanPoint < dj.Relvar end
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MATLAB
210
13
function [rat]=ratiopower(x,y) %Entrada de dos se�ales x e y. Fs sampling de frequencia. %Normatization size(x) size(y) %x=x-mean(x); %y=y-mean(y); Px=x.^2; Py=y.^2; mpx=mean(Px); mpy=mean(Py); rat=mpx/mpy;
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MATLAB
210
8
function [datapath, ratList, sexList] = my_get_paths datapath =... ['..' filesep 'Data' filesep 'A_Structs_Final' filesep]; a = load([datapath 'ratList.mat']); ratList = a.ratList; sexList = a.sexList; end
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MATLAB
210
7
function analysisDir = getAnalysisDir(params) analysisDir = fullfile(params.pth, 'Analysis'); if ~exist(analysisDir, 'Dir') mkdir(analysisDir); disp(['Created directory ' analysisDir '!!!']); end
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MATLAB
210
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r = experiment.Session * experiment.AutoProcessing & 'session_date>"2016-02"'; while true while progress(preprocess.ExtractRaw, r) parpopulate(preprocess.ExtractRaw, r) end pause(1000) end
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MATLAB
210
10
function [rez] = cleaning_ncc(rez,clusterN,Th) id_i = find(rez.st(:,end)==clusterN); del_id = find(rez.st(id_i,4)<Th); id = id_i(del_id); rez.st(id,:) = []; rez.best_channel_M(id,:)=[];
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MATLAB
211
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function [out] = FlipLR(sn) % Wrapper for flipping left-right azimuths for those subjects who had % channels reversed (pilot 1 and 2) out.lp = fliplr(sn.lp); out.hp = fliplr(sn.hp); out.bb = fliplr(sn.bb); end
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MATLAB
211
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function fname = make_save_fname(jobname, njob, parm) % File name for Save % Result file name fname = sprintf('%s-%s-%d-%d.mat', parm.savefile, jobname, parm.Ntrain, njob); fname = [parm.rootdir fname];
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MATLAB
211
5
function hostname = hlp_hostname() % Find the hostname in a platform-independent fashion. import java.net.InetAddress; hostname = char(InetAddress.getLocalHost()); hostname = hostname(1:find(hostname=='/',1)-1);
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MATLAB
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function X = make_rand_orth(M,N) % Make M x N random normalized matrix % X = make_nn_diag(N,K) if nargin==1, N=M; end; X = randn(M,N); X = repmultiply(X, 1./sqrt(sum(X.^2,2))); %X = X + 0.1*eye(M,N);
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MATLAB
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function r2 = calc_r2( ActualY, EstimatedY ) %CALC_R2 Calculate r2 Rss = sum( ( repmat( ActualY, 1, size(EstimatedY,2) ) - EstimatedY ).^2 ); r2 = 1 - Rss / sum((ActualY-mean(ActualY)).^2); end
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MATLAB
213
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function [z] = normalz(p,mu,sigma) if nargin < 3 sigma = 1; end if nargin < 2 mu = 0; end if nargin < 1 error('Wrong input argument list.'); end z = mu+sqrt(2)*sigma*erfinv(2*p-1); end
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MATLAB
216
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function [ sitenames,s_sitenames ] = get_sitenames() % function [ sitenames,s_sitenames ] = get_sitenames() sitenames = {'A','PHC','EC','H'}; s_sitenames = {'LA','RA','LPHC','RPHC','LEC','REC','LH','RH'}; end
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MATLAB
217
16
function [data] = tapas_sem_hier_prepare_data(data, model, inference) %% Return a structure ready to be used. % % Input % % Output % % aponteeduardo@gmail.com % copyright (C) 2016 % data = data; end
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MATLAB
217
8
function [] = dispL(s,Lmin,L) %dispL: displays at different levels of verbosity %if suppled L >= Lmin, message is displayed. otherwise not displayed %allows for differnet levels of output if L >= Lmin disp(s) end
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MATLAB
218
10
%{ experiment.ScanEyeVideo (manual) # name of the running wheel file -> experiment.Scan --- filename : varchar(50) # filename of the video %} classdef ScanEyeVideo < dj.Relvar end
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MATLAB
219
10
function out = stars(p) for i = 1:length(p) if p(i) < 0.001; out{i} = '***'; elseif p(i) < 0.01; out{i} = '**'; elseif p(i) < 0.05; out{i} = '*'; elseif p(i) < 0.1; out{i} = '^'; else out{i} = ' '; end end
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MATLAB
219
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function [data] = tapas_sem_multiv_prepare_data(data, model, inference) %% Return a structure ready to be used. % % Input % % Output % % aponteeduardo@gmail.com % copyright (C) 2016 % data = data; end
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MATLAB
220
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function d = qLength( Q ) % qLength: quaternion length (norm) % d = qLength( Q ) % IN: % Q - input quaternion % % OUT: % d - quaternion's norm (length) % % VERSION: 03.03.2012 d = sqrt( sum( Q .* Q ));
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MATLAB
220
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function [plot_value] = pad_nans_to_struct(plot_value) num_vals = structfun(@(x)numel(x),plot_value); max_num = max(num_vals)+1; plot_value = structfun(@(x)[x(:);nan((max_num-numel(x)),1)],plot_value,'un',0); end
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MATLAB
220
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function [p] = normalcdf(x,mu,sigma) if nargin < 3 sigma = 1; end if nargin < 2 mu = 0; end if nargin < 1 error('Wrong input argument list.'); end p = 0.5*erfc(-(x-mu)./(sqrt(2).*sigma)); end
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MATLAB
221
13
%{ # defines the target of segmentation and the channel to use -> experiment.Scan -> shared.Field -> shared.Channel -> shared.SegmentationMethod --- -> experiment.Compartment %} classdef SegmentationTask < dj.Manual end
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MATLAB
221
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function [data_bc] = baselineCorrect(T, t1bl, t2bl, data) [~ , t1] = min(abs(T-t1bl)); [~ , t2] = min(abs(T-t2bl)); baseline = min(mean(data(:,t1:t2), 'omitnan')); data_bc = data - baseline; end
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MATLAB
222
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function [newdata] = untitled2(array) %UNTITLED2 Summary of this function goes here % Detailed explanation goes here rank = tiedrank(array); p = rank / ( length(rank) + 1 ); newdata = norminv( p, 0, 1 ); end
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MATLAB
223
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function obj = elbo_subspace(obj) D = prod(obj.lat); obj.lbU = trace(obj.ULU + D * obj.iAu) ... + D * brca.utils.logdetPD(obj.Au) ... - D * obj.M; obj.lbU = - 0.5 * obj.lbU; end
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MATLAB
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%{ # -> meso.ScanDone -> fuse.ScanDone %} classdef ScanDoneMeso < dj.Computed methods(Access=protected) function makeTuples(self, key) %!!! compute missing fields for key here % self.insert(key) end end end
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MATLAB
224
10
function [f,g,h] = fminunc_wrapper(x,F,G,H) % [f,g,h] = fminunc_wrapper( x, F, G, H ) % for use with Matlab's "fminunc" f = F(x); if nargin > 2 && nargout > 1 g = G(x); end if nargin > 3 && nargout > 2 h = H(x); end
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MATLAB
224
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%{ # -> meso.Activity -> fuse.Activity %} classdef ActivityMeso < dj.Computed methods(Access=protected) function makeTuples(self, key) %!!! compute missing fields for key here % self.insert(key) end end end
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MATLAB
224
10
%{ # stim type, visual or auditory stim_type_id : tinyint # 1=visual, 2=auditory --- stim_type : varchar(32) # name of the type %} classdef StimTypes < dj.Manual end
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MATLAB
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function y=AtAfunc(x) % y=AtAfunc(x) % Testfunction defining a linear operator applied to x. % Used for testing laneig. % % y = A'*(A*x) % Rasmus Munk Larsen, DAIMI, 1998 global A MxV y = A'*(A*x); MxV = MxV + 2;
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MATLAB
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%{ experiment.SessionTargetStructure (manual) # specifies which neuronal structure was imaged -> experiment.Session -> experiment.Fluorophore -> experiment.Compartment --- %} classdef SessionTargetStructure < dj.Relvar end
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MATLAB
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function elbo = ELBOloss(x, xPred, zMean, zLogvar) squares = 0.5*(xPred-x).^2; reconstructionLoss = sum(squares, [1,2,3]); KL = -.5 * sum(1 + zLogvar - zMean.^2 - exp(zLogvar), 1); elbo = mean(reconstructionLoss + KL); end
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MATLAB
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function y = clamp(x,a,b) % clamp - clamp a value % % y = clamp(x,a,b); % % Default is [a,b]=[0,1]. % % Copyright (c) 2004 Gabriel Peyré if nargin<2 a = 0; end if nargin<3 b = 1; end y = max(x,a); y = min(y,b);
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MATLAB
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function Q = qConj( Q1 ) % qConj: quaternion conjugation % Q = qConj( Q1 ) % IN: % Q1 - input quaternion % % OUT: % Q - output quaternion % % VERSION: 03.03.2012 Q1 = reshape( Q1, 4, 1 ); Q = [Q1(1);-Q1(2:4)];
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MATLAB
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%{ experiment.BrainArea (lookup) # recording brain area brain_area : char(12) # brain area short name --- area_description : varchar(2048) # %} classdef BrainArea < dj.Relvar end
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MATLAB
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function removeAxis() %REMOVEAXIS Remove X and Y axis from plot ax1 = gca; % gca = get current axis ax1.YAxis.Visible = 'off'; % remove y-axis ax1.XAxis.Visible = 'off'; % remove x-axis end
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MATLAB
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function cart_data = findCart(kgrid,array) x_vec = kgrid.x_vec; y_vec = kgrid.y_vec; z_vec = kgrid.z_vec; x_cart = x_vec(array(:,1)); y_cart = y_vec(array(:,2)); z_cart = z_vec(array(:,3)); cart_data = [x_cart y_cart z_cart]; end
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MATLAB
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function LRflip = flipCheck(nii1,nii2) % uses OtsuThreshold % % nii1 = nii_load(img1,1); % nii2 = nii_load(img2,1); if nii1.hdr.dime.pixdim(1) == -nii2.hdr.dime.pixdim(1) LRflip = 1; else LRflip = 0; end
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MATLAB
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function [c, ceq] = myNonlinearConstraints(x) % Inequality constraints (c(x) <= 0) c = x(1:end-1) - x(2:end); % This gives: x1 - x2 <= 0, x2 - x3 <= 0, ..., x(n-1) - x(n) <= 0 ceq = []; % No equality constraints end
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MATLAB
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%{ vis.MovieClipCond (manual) # movie clip conditions -> vis.Condition --- -> vis.MovieClip cut_after : float # (s) cuts off after this duration %} classdef MovieClipCond < dj.Relvar end
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MATLAB
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%{ experiment.Anesthesia (lookup) # Anesthesia type anesthesia : char(20) # anesthesia short name --- anesthesia_description : varchar(2048) # %} classdef Anesthesia < dj.Relvar end
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MATLAB
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function eegplot_readkey(src,evnt) % eegplot helper function to read key strokes if strcmp(evnt.Key, 'rightarrow')==1 eegplot('drawp',4); elseif strcmp(evnt.Key, 'leftarrow')==1 eegplot('drawp',1); end
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MATLAB
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function test_align_axislabels(~,~) h_a = gca; [thx,thy,thz] = axislabel_rotation_angle(h_a); set(get(h_a,'xlabel'),'rotation',thx(1)); set(get(h_a,'ylabel'),'rotation',thy(1)); set(get(h_a,'zlabel'),'rotation',thz(1)); end
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MATLAB
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function axisEqual % axisNotSoTight; xlims = get(gca, 'xlim'); ylims = get(gca, 'ylim'); newlim(1) = min([xlims(1) ylims(1)]); newlim(2) = max([xlims(2) ylims(2)]); % set the two axes to be the same xlim(newlim); ylim(newlim); end
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MATLAB
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function y=Atransfunc(x) % y=Atransfunc(x) % Testfunction returning the transpose of a linear operator applied to x. % Used for testing lansvd. % % y = A'*x % Rasmus Munk Larsen, DAIMI, 1998 global A MxV y = A'*x; MxV = MxV + 1;
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MATLAB
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%{ map.Area (lookup) # area : enum('V1','P','POR','PM','AM','A','RL','AL','LI','LM') # area name --- %} classdef Area < dj.Relvar methods function self = Area(varargin) self.restrict(varargin{:}) end end end
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MATLAB
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%{ vis.Condition (manual) # trial condition -- one condition per trial. All stimulus conditions refer to Condition. -> vis.Session cond_idx : smallint unsigned # condition index --- %} classdef Condition < dj.Relvar end
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MATLAB
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% this callback is attached by demopanelD function demopanel_callback(data) p = data.panel; p p.object disp(['callback fired: object type was "' get(p.object, 'type') '"']) disp(['panel position was "' num2str(p.position) '"'])
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MATLAB
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manually make T1 T2 EPI loop, 4x. T2 - SWI loop, 4x. T1 - TOF loop, 4x. T2 - DWI loop, 4x. then: ffmpeg -framerate 1 -pattern_type glob -i '*.png' -crf 18 -c:v libx264 -pix_fmt yuv420p T1-T2-EPI.mp4 T2-SWI.mp4 T1-TOF.mp4 T2-DWI.mp4
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MATLAB
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%%%make reconstructed EMG function [edata] = estEMG(temp,SR,hdat,binlength) comh = [hdat;zeros(binlength*SR-1,length(hdat))]; %% hdat=1*N? comh = reshape(comh,1,binlength*SR*length(hdat)); %for comvolution edata = conv(comh,temp);
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MATLAB
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function Q = qInv( Q1 ) % qInv: quaternion reciprocal (inverse) % Q = qInv( Q1 ) % IN: % Q1 - input quaternion % % OUT: % Q - reciprocal of Q1, i.e. Q1*Q = 1 % % VERSION: 03.03.2012 Q = qConj( Q1 ) ./ qLength( Q1 )^2;
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MATLAB
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%{ preprocess.EyeQuality (lookup) # Different eye quality definitions for Tracking eye_quality : smallint # --- description : varchar(255) # %} classdef EyeQuality < dj.Relvar end
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MATLAB
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function [Y] = spatial_downsample(thisY,d1,d2) T = size(thisY,3); C = arrayfun(@(x)imresize(thisY(:,:,x),[d1,d2]),1:T,'UniformOutput',false); Y = nan(d1,d2,T); for t = 1:T Y(:,:,t) = C{t}; end end
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MATLAB
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function removereject_Callback(hObject, eventdata, handles) handles.data.calls = handles.data.calls(handles.data.calls.Accept == 1, :); handles.data.currentcall = 1; update_fig(hObject, eventdata, handles); guidata(hObject, handles);
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MATLAB
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%{ # -> preprocess.PrepareGalvoAverageFrame %} classdef ManualCellLocations < dj.Imported methods(Access=protected) function makeTuples(self, key) %!!! compute missing fields for key here %self.insert(key) end end end
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MATLAB
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function [inference] = tapas_vlinear_prepare_inference(data, model, inference) %% % % aponteeduardo@gmail.com % copyright (C) 2016 % inference = tapas_linear_prepare_inference(data, model, inference); inference.kernel{3} = []; end
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function [rez] = cleaning_amp(rez,channel,clusterN,Th) id_i = find(rez.st(:,end)==clusterN); del_id = find(rez.best_channel_M(id_i,channel)>Th); id = id_i(del_id); rez.st(id,:) = []; rez.best_channel_M(id,:)=[];
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%{ # -> `pipeline_reso`.`__scan_set` -> fuse.ScanSet %} classdef ScanSetReso < dj.Computed methods(Access=protected) function makeTuples(self, key) %!!! compute missing fields for key here % self.insert(key) end end end
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=============== grand mean and grand r2 √ MOV GRAND MEAN. "NSD-glmdata-glmBASICorthMID0-42.mp4" + varexp - taken from "NSD-glmdata-glmBASIC" -> 6 fps, handbrake (HQ 1080, custom 0000 (for cropping)) -> grandmean.mp4, grandR2.mp4
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MATLAB
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%{ # -> `pipeline_meso`.`__scan_set` -> fuse.ScanSet %} classdef ScanSetMeso < dj.Computed methods(Access=protected) function makeTuples(self, key) %!!! compute missing fields for key here % self.insert(key) end end end
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MATLAB
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%{ # set of all units in the same scan -> meso.Fluorescence %} classdef ScanSet < dj.Computed methods(Access=protected) function makeTuples(self, key) %!!! compute missing fields for key here % self.insert(key) end end end
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%{ # -> `pipeline_reso`.`__activity` -> fuse.Activity %} classdef ActivityReso < dj.Computed methods(Access=protected) function makeTuples(self, key) %!!! compute missing fields for key here % self.insert(key) end end end
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%{ # set of all units in the same scan -> reso.Fluorescence %} classdef ScanSet < dj.Computed methods(Access=protected) function makeTuples(self, key) %!!! compute missing fields for key here % self.insert(key) end end end
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%{ # stitches together overlapping rois -> stack.StackInfo %} classdef Stitching < dj.Computed methods(Access=protected) function makeTuples(self, key) %!!! compute missing fields for key here % self.insert(key) end end end
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function oneFigureHandle = checkOneFigureHandle(Params, oneFigureHandle) if Params.showOneFig if ~isgraphics(oneFigureHandle) oneFigureHandle = figure; end else oneFigureHandle = 0; end end
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function v = hlp_gcc_version() % Get the GCC version in a numeric format that can be compared with <, >, etc. % returns [] if the GCC compiler is not installed. [a,b]=system('gcc --version'); v= str2num(strrep(b(11:15),'.','')); %#ok<ASGLU>
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MATLAB
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%{ # -> `pipeline_reso`.`__scan_done` -> fuse.ScanDone %} classdef ScanDoneReso < dj.Computed methods(Access=protected) function makeTuples(self, key) %!!! compute missing fields for key here % self.insert(key) end end end
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function d = nb_dims(x) % nb_dims - debugged version of ndims. % % d = nb_dims(x); % % Copyright (c) 2004 Gabriel Peyré if isempty(x) d = 0; return; end d = ndims(x); if d==2 && (size(x,1)==1 || size(x,2)==1) d = 1; end
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function [h,m,s] = sectotime (ts) %[h,m,s] = sectotime (ts) % % ts : time in seconds % [h,m,s] : hour, minute, second representation of ts % % Ziad Saad Oct 22 97 % h = fix(ts./3600); m = fix(rem(ts,3600)./60); s = rem(rem(ts,3600),60);
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%{ experiment.Fluorophore (lookup) # calcium-sensitive indicators fluorophore : char(10) # fluorophore short name --- dye_description : varchar(2048) # %} classdef Fluorophore < dj.Relvar end
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%% uility function function res = SetImgRange(img,range) imgMax = range(2); imgMin = range(1); img(img<imgMin) = imgMin; img(img>imgMax) = imgMax; img(isinf(img)) = imgMin; img(isnan(img)) = imgMin; res = img; end
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MATLAB
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function ps = cs2psd(cs) % (C) 2018 Stefan Haufe [nfreq nchan nchan njack] = size(cs); coh = cs; for ijack = 1:njack for ifreq = 1:nfreq ps(ifreq, :, ijack) = real(diag(squeeze(cs(ifreq, :, :, ijack)))); end end
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%{ experiment.Aim (lookup) # Declared purpose of the scan aim : varchar(36) # short name for the purpose of the scan --- aim_description : varchar(255) # %} classdef Aim < dj.Relvar end
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function [regressed_tc, regressed_fc] = regress_tc(network_signals, regressor_signals) X = appendOnes(regressor_signals); B = pinv(X)*network_signals; yhat_tc = X*B; regressed_tc = network_signals - yhat_tc; regressec_fc = corr(regressed_tc);
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%{ # dummy test a : int # --- c : char(16) # d : date # %} classdef Test < dj.Manual end
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% Wrapper to infGaussLik to remain backwards compatible. % % Copyright (c) by Carl Edward Rasmussen and Hannes Nickisch 2016-08-25. function varargout = infFITC(varargin) varargout = cell(nargout, 1); [varargout{:}] = infGaussLik(varargin{:});
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%{ pre.Slice (lookup) # slice numbers slice : tinyint # slice number ----- %} classdef Slice < dj.Relvar methods function fill(self) for i=1:16 self.inserti({i}) end end end end
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MATLAB
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function biosigpathfirst() % Add BIOSIG at the beginning of the path str2doublepath = fileparts( which('str2double') ); sopenpath = fileparts( which('sopen') ); if ~strcmp(str2doublepath,sopenpath) addpath(sopenpath,'-begin'); end
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MATLAB
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% Wrapper to infGaussLik to remain backwards compatible. % % Copyright (c) by Carl Edward Rasmussen and Hannes Nickisch 2016-08-25. function varargout = infExact(varargin) varargout = cell(nargout, 1); [varargout{:}] = infGaussLik(varargin{:});
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MATLAB
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rng(0) N = 100; Ny = 28; Nx = 21; Y = randn(N,Ny)*10; X = randn(N,Nx)*5; Y = Y-mean(Y); X = X-mean(X); Y = bsxfun(@rdivide,Y,std(Y)); X = bsxfun(@rdivide,X,std(X)); [A,B,cc] = cca(Y,X,1,1); U = Y*A; V = X*B; lA = corr(Y,U); lB = corr(X,V);
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MATLAB
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function res = mandatory % Special keyword (constant function) that can be used in arg*() specifications. % Used for the default values of arguments that must be specified by the caller. % % See also: % arg_define res = '__arg_mandatory__';
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MATLAB
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% if eye positions are within the circle centered at the peak of membership % matrix, then include it in the calculations of RF function eyevalid = isValidEyePos(x, y, center, radius) eyevalid = ((x-center(2)).^2 + (y-center(1)).^2) < radius^2 ;
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function [Result] = iFeta(eta,d1,d2) %Implemented by Christian Beckmann res = d1*(1-Feta(eta,d1/d2)); Result = zeros(1,d1); for k= 1 : d1 %Result(k) = eta(max(find(res>=k))); Result(k) = eta(find(res>=k,1,'last')); end
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MATLAB
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%{ vis.Matisse2Cache (manual) # cached movies for the the Matisse2 stimulus cond_hash : char(20) # 120-bit hash (The first 20 chars of MD5 in base64) ----- movie :longblob # stored movie %} classdef Matisse2Cache < dj.Relvar end
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function [ output_args ] = num_range( X ) %NUM_RANGE( X ) Returns the numerical range of a collection of numbers X. % % % === Jan Moelter, The University of Queensland, 2017 =================== % output_args = [ min( X(:) ) max( X(:) ) ]; end
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function encoded = algorithm1(conv_output, S) list = ones(1,S); list = fliplr(list); sum_list = sum(list); encoded = zeros(size(conv_output,1),1); for i = 1:size(conv_output,1) encoded(i) = sum(conv_output(i,:) .* list) / sum_list; end end
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MATLAB
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function sign = get_asterisk(pvalue, cats) if nargin < 2 cats = {0.05, '*', 0.01, '**', 0.001, '***'}; end sign = ''; % get the asterisk for c = 1:2:length(cats) if pvalue < cats{c} sign = cats{c+1}; end end end
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MATLAB
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% Wrapper to infLaplace to remain backwards compatible. % % Copyright (c) by Carl Edward Rasmussen and Hannes Nickisch 2016-10-13. function varargout = infFITC_Laplace(varargin) varargout = cell(nargout, 1); [varargout{:}] = infLaplace(varargin{:});
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function peaks = FindLocalMaxima(signal) %FindLocalMaxima - find local peaks if isdmatrix(signal,'@2'), iPeaks = FindLocalMaxima(signal(:,2)); peaks = signal(iPeaks,1); return end d = [nan;diff(signal(:))>0]; peaks = strfind(d',[1 0])';
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MATLAB
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function v2 = perform_vf_normalization(v1) % perform_vf_normalization - renormalize a vf. % % v2 = perform_vf_normalization(v1); % % Copyright (c) 2004 Gabriel Peyré n = sum(v1.^2,3); I = find(n<eps); n(I) = 1; v2 = prod_vf_sf(v1,1./sqrt(n));
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MATLAB
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%Sindex. LC function [Y]=sindex(A) N=size(A,2); %Número de picos for i=1:N for j=i:N Aa=A(:,i); Ab=A(:,j); P_punto=dot(Aa,Ab); Magnitud=norm(Aa)*norm(Ab); Si=P_punto/Magnitud; Y(i,j)=Si; Y(j,i)=Si; end end;