📄 pred2path.m
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function rte = pred2path(P,s,t)
%PRED2PATH Convert predecessor indices to shortest paths from 's' to 't'.
% rte = pred2path(P,s,t)
% P = |s| x n matrix of predecessor indices (from DIJK)
% s = FROM node indices
% = [] (default), paths from all nodes
% t = TO node indices
% = [] (default), paths to all nodes
% rte = |s| x |t| cell array of paths (or routes) from 's' to 't', where
% rte{i,j} = path from s(i) to t(j)
% = [], if no path exists from s(i) to t(j)
%
% (Used with output of DIJK)
% Copyright (c) 1994-2006 by Michael G. Kay
% Matlog Version 9 13-Jan-2006 (http://www.ie.ncsu.edu/kay/matlog)
% Input Error Checking ****************************************************
error(nargchk(1,3,nargin));
[rP,n] = size(P);
if nargin < 2 || isempty(s), s = (1:n)'; else s = s(:); end
if nargin < 3 || isempty(t), t = (1:n)'; else t = t(:); end
if any(P < 0 | P > n)
error(['Elements of P must be integers between 1 and ',num2str(n)]);
elseif any(s < 1 | s > n)
error(['"s" must be an integer between 1 and ',num2str(n)]);
elseif any(t < 1 | t > n)
error(['"t" must be an integer between 1 and ',num2str(n)]);
end
% End (Input Error Checking) **********************************************
rte = cell(length(s),length(t));
[ans,idxs] = find(P==0);
for i = 1:length(s)
% if rP == 1
% si = 1;
% else
% si = s(i);
% if si < 1 | si > rP
% error('Invalid P matrix.')
% end
% end
si = find(idxs == s(i));
for j = 1:length(t)
tj = t(j);
if tj == s(i)
r = tj;
elseif P(si,tj) == 0
r = [];
else
r = tj;
while tj ~= 0
if tj < 1 || tj > n
error('Invalid element of P matrix found.')
end
r = [P(si,tj) r];
tj = P(si,tj);
end
r(1) = [];
end
rte{i,j} = r;
end
end
if length(s) == 1 && length(t) == 1
rte = rte{:};
end
%rte = t;
while 0%t ~= s
if t < 1 || t > n || round(t) ~= t
error('Invalid "pred" element found prior to reaching "s"');
end
rte = [P(t) rte];
t = P(t);
end
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