Removed commented out code
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95
R/indMix.R
95
R/indMix.R
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@ -565,98 +565,3 @@ indMix <- function(c, npops, dispText) {
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list(logml = logml, npops = npops, partitionSummary = partitionSummary)
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)
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}
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# %-----------------------------------------------------------------------
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# function [sumcounts, counts, logml] = ...
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# initialPopCounts(data, npops, rows, noalle, adjprior)
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# nloci=size(data,2);
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# counts = zeros(max(noalle),nloci,npops);
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# sumcounts = zeros(npops,nloci);
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# for i=1:npops
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# for j=1:nloci
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# i_rivit = rows(i,1):rows(i,2);
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# havainnotLokuksessa = find(data(i_rivit,j)>=0);
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# sumcounts(i,j) = length(havainnotLokuksessa);
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# for k=1:noalle(j)
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# alleleCode = k;
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# N_ijk = length(find(data(i_rivit,j)==alleleCode));
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# counts(k,j,i) = N_ijk;
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# end
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# end
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# end
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# logml = laskeLoggis(counts, sumcounts, adjprior);
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# %-----------------------------------------------------------------------
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# function diffInCounts = computeDiffInCounts(rows, max_noalle, nloci, data)
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# % Muodostaa max_noalle*nloci taulukon, jossa on niiden alleelien
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# % lukum<75><6D>r<EFBFBD>t (vastaavasti kuin COUNTS:issa), jotka ovat data:n
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# % riveill<6C> rows. rows pit<69><74> olla vaakavektori.
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# diffInCounts = zeros(max_noalle, nloci);
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# for i=rows
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# row = data(i,:);
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# notEmpty = find(row>=0);
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# if length(notEmpty)>0
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# diffInCounts(row(notEmpty) + (notEmpty-1)*max_noalle) = ...
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# diffInCounts(row(notEmpty) + (notEmpty-1)*max_noalle) + 1;
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# end
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# end
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# %---------------------------------------------------------
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# function T = cluster_own(Z,nclust)
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# true=logical(1);
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# false=logical(0);
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# maxclust = nclust;
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# % Start of algorithm
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# m = size(Z,1)+1;
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# T = zeros(m,1);
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# % maximum number of clusters based on inconsistency
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# if m <= maxclust
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# T = (1:m)';
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# elseif maxclust==1
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# T = ones(m,1);
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# else
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# clsnum = 1;
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# for k = (m-maxclust+1):(m-1)
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# i = Z(k,1); % left tree
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# if i <= m % original node, no leafs
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# T(i) = clsnum;
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# clsnum = clsnum + 1;
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# elseif i < (2*m-maxclust+1) % created before cutoff, search down the tree
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# T = clusternum(Z, T, i-m, clsnum);
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# clsnum = clsnum + 1;
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# end
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# i = Z(k,2); % right tree
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# if i <= m % original node, no leafs
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# T(i) = clsnum;
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# clsnum = clsnum + 1;
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# elseif i < (2*m-maxclust+1) % created before cutoff, search down the tree
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# T = clusternum(Z, T, i-m, clsnum);
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# clsnum = clsnum + 1;
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# end
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# end
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# end
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# function T = clusternum(X, T, k, c)
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# m = size(X,1)+1;
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# while(~isempty(k))
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# % Get the children of nodes at this level
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# children = X(k,1:2);
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# children = children(:);
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# % Assign this node number to leaf children
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# t = (children<=m);
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# T(children(t)) = c;
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# % Move to next level
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# k = children(~t) - m;
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# end
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