Miscellaneous Graph FunctionsLEDA provides a variety of different functions to test basic properties of graphs, e.g., simple, bidirected, or acyclic. There are also functions to copy graphs, to make graphs connected, biconnected, and triconnected. A complete list of functions can be found on the Manual Page.Purpose: The main purpose of the miscellaneous graph functions is to provide the programmer a convenient way of basic functions on graphs. ExampleThe following small program shows how to use the miscellaneous graph 
        functions  
#include <LEDA/graph/graph.h>
#include <LEDA/graph/graph_gen.h>
#include <LEDA/graph/graph_misc.h>
using namespace leda;
int main()
{
  graph G;
  complete_graph(G,1000); 
    //creates complete bidirected graph with 1000 nodes
  if (Is_Simple(G)) 
      std::cout << "G is simple" << std::endl;
  else 
      std::cout << "There are parallel edges in G" << std::endl;
  if (Is_Loopfree(G)) 
      std::cout << "G has no loops" << std::endl;
  else {
    std::cout << "There are loops in G" << std::endl;
    list<node> L=Delete_Loops(G);
    std::cout << L.size() << " loops deleted" << std::endl;
  }
  if (Is_Bidirected(G)) 
      std::cout << "G is bidirected" << std::endl;
  else 
      std::cout << "G is not bidirected" << std::endl;
  if (Is_Acyclic(G)) 
      std::cout << "G is acyclic" << std::endl;
  else {
    std::cout << "There are cycles in G" << std::endl;
    int numedges=G.number_of_edges();
    Make_Acyclic(G);
    numedges-=G.number_of_edges();
    std::cout << numedges 
              << " edges deleted for making G acyclic" << std::endl;
  }
	
  return 0;
}
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      See also:Manual Entries: Manual Page Miscellaneous Graph Functions 
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