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CM.make(); (* page 556 in CLR *) functor TestAllPairsShortestPaths(AP : ALL_PAIRS_SHORTEST_PATHS where type Num.elem = int) = struct val G as Graph.GRAPH g = DirectedGraph.graph("foo",(),10) : (string,int,unit) Graph.graph val _ = app (#add_node g) [(1,"1"), (2,"2"), (3,"3"), (4,"4"), (5,"5") ] val E = [(1,2,3), (1,3,8), (1,5,~4), (2,4,1), (2,5,7), (3,2,4), (4,1,2), (4,3,~5), (5,4,6) ] val _ = app (#add_edge g) E (* val _ = app (fn (i,j,w) => #add_edge g (j,i,w)) E *) val dist' = [[0,1,~3,2,~4], [3,0,~4,1,~1], [7,4,0,5,3], [2,~1,~5,0,~2], [8,5,1,6,0] ] val pred' = [[~1,3,4,5,1], [4,~1,4,2,1], [4,3,~1,2,1], [4,3,4,~1,1], [4,3,4,5,~1] ] fun toList M = let val N = 5 fun f(i,j) = if j > N then [] else Array2.sub(M,i,j)::f(i,j+1) fun g(i) = if i > N then [] else f(i,1)::g(i+1) in g 1 end fun test() = let fun weight(_,_,w) = w val {dist,pred} = AP.all_pairs_shortest_paths {graph=G,weight=weight} val dist=toList dist val pred=toList pred in if dist <> dist' orelse pred <> pred' then raise Match else (); {dist=dist,pred=pred} end end structure TestWarshall = TestAllPairsShortestPaths( FloydWarshallFn(struct type elem = int open Int val zero = 0 val == : int * int -> bool = op = val inf = 100000000 end)) structure TestJohnson = TestAllPairsShortestPaths( JohnsonFn(struct type elem = int open Int val zero = 0 val == : int * int -> bool = op = val inf = 100000000 end))

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