nv nv(p) --- number of vertices (elements) of a partition
This function is called by:
SOURCE CODE
0001 function r = mtimes(p,q)
0002 % mtimes(p,q) --- p*q is the meet of the partitions p and q
0003
0004 n1 = nv(p);
0005 n2 = nv(q);
0006
0007 if n1 ~= n2
0008 error('* only defined for partitions on the same ground set')
0009 end
0010
0011 m1 = np(p);
0012 m2 = np(q);
0013
0014 mat = sparse(0,0);
0015
0016 for i=1:m1
0017 for j=1:m2
0018 a = p.array(i,:) & q.array(j,:);
0019 if sum(a) > 0
0020 mat = [mat;a];
0021 end
0022 end
0023 end
0024
0025 mat = sortrows(mat);
0026 mat = unique(mat,'rows');
0027 r.array = mat;
0028
0029 r = class(r,'partition');