📄 marginalize_table.m
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function smallT = marginalize_table(bigT, bigdom, bigsz, onto, maximize)
% MARG_TABLE Marginalize a table
% function smallT = marginalize_table(bigT, bigdom, bigsz, onto, maximize)
% Like marg_table in BNT, except we do not assume the domains are sorted
if nargin < 5, maximize = 0; end
smallT = myreshape(bigT, bigsz); % make sure it is a multi-dim array
sum_over = mysetdiff(bigdom, onto);
ndx = find_equiv_posns(sum_over, bigdom);
if maximize
for i=1:length(ndx)
smallT = max(smallT, [], ndx(i));
end
else
for i=1:length(ndx)
smallT = sum(smallT, ndx(i));
end
end
ns = zeros(1, max(bigdom));
%ns(bigdom) = mysize(bigT); % ignores trailing dimensions of size 1
ns(bigdom) = bigsz;
% If onto has a different ordering than bigdom, the following
% will produce the wrong results
%smallT = squeeze(smallT); % remove all dimensions of size 1
%smallT = myreshape(smallT, ns(onto)); % put back relevant dims of size 1
% so permute dimensions to match desired ordering (as specified by onto)
% like find_equiv_posns, but keeps ordering
outdom = [onto sum_over];
for i=1:length(outdom)
j = find(bigdom==outdom(i));
match(i) = j;
end
outdom = [onto sum_over];
for i=1:length(outdom)
j = find(bigdom==outdom(i));
match(i) = j;
end
if match ~= 1
smallT = permute(smallT, match);
end
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