Dear all, today I was engaged in searching for a bug in my program. After a while I figured out that boost::num_egdes behaves not as I expected. If G is an undirected adjacency matrix graph boost::num_egdes(G) returns the number of edges in the graph G plus the number of edges in G that are no self edges. That means almost all edges are counted twice in undirected adjacency matrix graphs. In my oppinion this behaviour is a bug. At least it makes the BGL-user's live unnecessary difficult. Let's considder the following program: #include <cstdlib> #include <iostream> #include #include #include template <typename Graph> void add_edges(const char * const c) { std::cout << c; Graph G(6); boost::graph_traits<Graph>::vertex_iterator v, vbegin, vend; boost::tie(vbegin, vend)=boost::vertices(G); for (v=vbegin; v!=vend; ++v) { boost::add_edge(*vbegin, *v, G); std::cout << ' ' << boost::num_edges(G); } std::cout << std::endl; } int main() { typedef boost::adjacency_list adjacency_list; typedef boost::adjacency_matrixboost::undirectedS adjacency_matrix; add_edges("adjacency list graph :"); add_edges("adjacency matrix graph :"); return EXIT_SUCCESS; } It prints to stdout: adjacency list graph : 1 2 3 4 5 6 adjacency matrix graph : 1 3 5 7 9 11 So the result of the template function add_edges in the program above depends of the graph container that the function add_edges is applied to. I think this is verry unintuitive and boost::num_edges should be changed, so that alls edges in undirected adjacency matrix graphs are counted only once. Or is there a special reason that boost::num_edges is implemented in this way? with regards, Heiko -- -- Gute Sitten haben für die Gesellschaft mehr Wert als alle -- Berechnungen Newtons. (Friedrich II., der Große, 1712-1786) -- Supercomputing in Magdeburg @ http://tina.nat.uni-magdeburg.de -- Heiko Bauke @ http://www.uni-magdeburg.de/bauke