annotate toolboxes/FullBNT-1.0.7/graph/min_subtree_con_nodes.m @ 0:e9a9cd732c1e tip

first hg version after svn
author wolffd
date Tue, 10 Feb 2015 15:05:51 +0000
parents
children
rev   line source
wolffd@0 1 function [subtree, nroot_node] = min_subtree_con_nodes(jtree, root, nodes)
wolffd@0 2 %min_subtree_con_nodes get the minimum subtree of tree which contains the nodes
wolffd@0 3
wolffd@0 4 if isempty(jtree) | isempty(nodes)
wolffd@0 5 subtree = [];
wolffd@0 6 nroot_node = [];
wolffd@0 7 return;
wolffd@0 8 end
wolffd@0 9
wolffd@0 10 rnodes = min_subtree_nodes(jtree, nodes);
wolffd@0 11 nea_node = nearest_node(jtree, root, nodes);
wolffd@0 12 node_num = length(jtree);
wolffd@0 13 subtree = zeros(node_num);
wolffd@0 14 subtree(rnodes, rnodes) = jtree(rnodes, rnodes);
wolffd@0 15 nroot_node = nea_node;
wolffd@0 16
wolffd@0 17
wolffd@0 18 function rnodes = min_subtree_nodes(tree, nodes)
wolffd@0 19 rnodes = [];
wolffd@0 20 if isempty(tree) | isempty(nodes)
wolffd@0 21 return
wolffd@0 22 end
wolffd@0 23
wolffd@0 24 rnodes = nodes(1);
wolffd@0 25 newnodes = neighbors(tree, nodes(1));
wolffd@0 26 while ~mysubset(nodes, rnodes)
wolffd@0 27 swapnodes = newnodes;
wolffd@0 28 newnodes = [];
wolffd@0 29 added = 0;
wolffd@0 30 for i=1:length(swapnodes)
wolffd@0 31 inode = swapnodes(i);
wolffd@0 32 tnodes = myunion(inode, rnodes);
wolffd@0 33 if mysubset(nodes, tnodes)
wolffd@0 34 added = 1;
wolffd@0 35 break;
wolffd@0 36 end
wolffd@0 37 nns = neighbors(tree, inode);
wolffd@0 38 add_nodes = mysetdiff(nns, tnodes);
wolffd@0 39 newnodes = myunion(newnodes, add_nodes);
wolffd@0 40 end
wolffd@0 41 if added
wolffd@0 42 rnodes = tnodes;
wolffd@0 43 else
wolffd@0 44 rnodes = myunion(rnodes, newnodes);
wolffd@0 45 end
wolffd@0 46 end
wolffd@0 47
wolffd@0 48 function nea_node = nearest_node(tree, inode, nodes)
wolffd@0 49 if myismember(inode, nodes)
wolffd@0 50 nea_node = inode;
wolffd@0 51 return;
wolffd@0 52 end
wolffd@0 53 cs = children(tree, inode);
wolffd@0 54 for i = 1:length(cs)
wolffd@0 55 n = cs(i);
wolffd@0 56 nea_node = nearest_node(tree, n, nodes);
wolffd@0 57 end
wolffd@0 58
wolffd@0 59
wolffd@0 60