test/min_cost_flow_test.cc
changeset 2610 52cf8f8f25b4
parent 2553 bfced05fa852
child 2621 814ba94d9989
equal deleted inserted replaced
5:c79c65d1aa9d 6:8624203e2297
    15  * purpose.
    15  * purpose.
    16  *
    16  *
    17  */
    17  */
    18 
    18 
    19 #include <iostream>
    19 #include <iostream>
       
    20 #include <fstream>
       
    21 
       
    22 #include <lemon/list_graph.h>
       
    23 #include <lemon/smart_graph.h>
       
    24 #include <lemon/graph_reader.h>
       
    25 #include <lemon/dimacs.h>
       
    26 #include <lemon/time_measure.h>
       
    27 
       
    28 #include <lemon/cycle_canceling.h>
       
    29 #include <lemon/capacity_scaling.h>
       
    30 #include <lemon/cost_scaling.h>
       
    31 #include <lemon/network_simplex.h>
       
    32 
       
    33 #include <lemon/min_cost_flow.h>
       
    34 #include <lemon/min_cost_max_flow.h>
       
    35 
    20 #include "test_tools.h"
    36 #include "test_tools.h"
    21 #include <lemon/list_graph.h>
       
    22 #include <lemon/ssp_min_cost_flow.h>
       
    23 //#include <path.h>
       
    24 //#include <maps.h>
       
    25 
    37 
    26 using namespace lemon;
    38 using namespace lemon;
    27 
    39 
    28 
    40 // Checks the feasibility of a flow
    29 bool passed = true;
    41 template < typename Graph, typename LowerMap, typename CapacityMap,
    30 /*
    42            typename SupplyMap, typename FlowMap >
    31 void check(bool rc, char *msg="") {
    43 bool checkFlow( const Graph& gr,
    32   passed = passed && rc;
    44                 const LowerMap& lower, const CapacityMap& upper,
    33   if(!rc) {
    45                 const SupplyMap& supply, const FlowMap& flow )
    34     std::cerr << "Test failed! ("<< msg << ")" << std::endl; \
    46 {
    35  
    47   GRAPH_TYPEDEFS(typename Graph);
    36 
    48   for (EdgeIt e(gr); e != INVALID; ++e)
    37   }
    49     if (flow[e] < lower[e] || flow[e] > upper[e]) return false;
       
    50 
       
    51   for (NodeIt n(gr); n != INVALID; ++n) {
       
    52     typename SupplyMap::Value sum = 0;
       
    53     for (OutEdgeIt e(gr, n); e != INVALID; ++e)
       
    54       sum += flow[e];
       
    55     for (InEdgeIt e(gr, n); e != INVALID; ++e)
       
    56       sum -= flow[e];
       
    57     if (sum != supply[n]) return false;
       
    58   }
       
    59 
       
    60   return true;
    38 }
    61 }
    39 */
    62 
    40 
    63 // Checks the optimalitiy of a flow
       
    64 template < typename Graph, typename LowerMap, typename CapacityMap,
       
    65            typename CostMap, typename FlowMap, typename PotentialMap >
       
    66 bool checkOptimality( const Graph& gr, const LowerMap& lower,
       
    67                       const CapacityMap& upper, const CostMap& cost,
       
    68                       const FlowMap& flow, const PotentialMap& pi )
       
    69 {
       
    70   GRAPH_TYPEDEFS(typename Graph);
       
    71   // Checking the Complementary Slackness optimality condition
       
    72   bool opt = true;
       
    73   for (EdgeIt e(gr); e != INVALID; ++e) {
       
    74     typename CostMap::Value red_cost =
       
    75       cost[e] + pi[gr.source(e)] - pi[gr.target(e)];
       
    76     opt = red_cost == 0 ||
       
    77           (red_cost > 0 && flow[e] == lower[e]) ||
       
    78           (red_cost < 0 && flow[e] == upper[e]);
       
    79     if (!opt) break;
       
    80   }
       
    81   return opt;
       
    82 }
       
    83 
       
    84 // Runs a minimum cost flow algorithm and checks the results
       
    85 template < typename MinCostFlowImpl, typename Graph,
       
    86            typename LowerMap, typename CapacityMap,
       
    87            typename CostMap, typename SupplyMap >
       
    88 void checkMcf( std::string test_id,
       
    89                const MinCostFlowImpl& mcf, const Graph& gr,
       
    90                const LowerMap& lower, const CapacityMap& upper,
       
    91                const CostMap& cost, const SupplyMap& supply,
       
    92                bool mcf_result, bool result,
       
    93                typename CostMap::Value total )
       
    94 {
       
    95   check(mcf_result == result, "Wrong result " + test_id);
       
    96   if (result) {
       
    97     check(checkFlow(gr, lower, upper, supply, mcf.flowMap()),
       
    98           "The flow is not feasible " + test_id);
       
    99     check(mcf.totalCost() == total, "The flow is not optimal " + test_id);
       
   100     check(checkOptimality(gr, lower, upper, cost, mcf.flowMap(), mcf.potentialMap()),
       
   101           "Wrong potentials " + test_id);
       
   102   }
       
   103 }
    41 
   104 
    42 int main()
   105 int main()
    43 {
   106 {
    44   typedef ListGraph Graph;
   107   // Various tests on a small graph
    45   typedef Graph::Node Node;
   108   {
    46   typedef Graph::Edge Edge;
   109     typedef ListGraph Graph;
    47 
   110     GRAPH_TYPEDEFS(ListGraph);
    48   Graph graph;
   111 
    49 
   112     // Reading the test graph
    50   //Ahuja könyv példája
   113     Graph gr;
    51 
   114     Graph::EdgeMap<int> c(gr), l1(gr), l2(gr), u(gr);
    52   Node s=graph.addNode();
   115     Graph::NodeMap<int> s1(gr), s2(gr), s3(gr);
    53   Node v1=graph.addNode();  
   116     Node v, w;
    54   Node v2=graph.addNode();
   117 
    55   Node v3=graph.addNode();
   118     std::string fname;
    56   Node v4=graph.addNode();
   119     if(getenv("srcdir"))
    57   Node v5=graph.addNode();
   120       fname = std::string(getenv("srcdir"));
    58   Node t=graph.addNode();
   121     else fname = ".";
    59 
   122     fname += "/test/min_cost_flow_test.lgf";
    60   Edge s_v1=graph.addEdge(s, v1);
   123 
    61   Edge v1_v2=graph.addEdge(v1, v2);
   124     std::ifstream input(fname.c_str());
    62   Edge s_v3=graph.addEdge(s, v3);
   125     check(input, "Input file '" << fname << "' not found");
    63   Edge v2_v4=graph.addEdge(v2, v4);
   126     GraphReader<Graph>(input, gr).
    64   Edge v2_v5=graph.addEdge(v2, v5);
   127       readEdgeMap("cost", c).
    65   Edge v3_v5=graph.addEdge(v3, v5);
   128       readEdgeMap("capacity", u).
    66   Edge v4_t=graph.addEdge(v4, t);
   129       readEdgeMap("lower1", l1).
    67   Edge v5_t=graph.addEdge(v5, t);
   130       readEdgeMap("lower2", l2).
    68   
   131       readNodeMap("supply1", s1).
    69 
   132       readNodeMap("supply2", s2).
    70   Graph::EdgeMap<int> length(graph);
   133       readNodeMap("supply3", s3).
    71 
   134       readNode("source", v).
    72   length.set(s_v1, 6);
   135       readNode("target", w).
    73   length.set(v1_v2, 4);
   136       run();
    74   length.set(s_v3, 10);
   137     input.close();
    75   length.set(v2_v4, 5);
   138 
    76   length.set(v2_v5, 1);
   139     // Testing CapacityScaling (scaling enabled)
    77   length.set(v3_v5, 4);
   140     {
    78   length.set(v4_t, 8);
   141       CapacityScaling<Graph> mcf1(gr,u,c,s1);        checkMcf("#A1",mcf1,gr,l1,u,c,s1,mcf1.run(),true,    0);
    79   length.set(v5_t, 8);
   142       CapacityScaling<Graph> mcf2(gr,u,c,s2);        checkMcf("#A2",mcf2,gr,l1,u,c,s2,mcf2.run(),true, 5240);
    80 
   143       CapacityScaling<Graph> mcf3(gr,u,c,v,w,27);    checkMcf("#A3",mcf3,gr,l1,u,c,s3,mcf3.run(),true, 7620);
    81   Graph::EdgeMap<int> capacity(graph);
   144       CapacityScaling<Graph> mcf4(gr,l2,u,c,s1);     checkMcf("#A4",mcf4,gr,l2,u,c,s1,mcf4.run(),false,   0);
    82 
   145       CapacityScaling<Graph> mcf5(gr,l2,u,c,s2);     checkMcf("#A5",mcf5,gr,l2,u,c,s2,mcf5.run(),true, 5970);
    83   capacity.set(s_v1, 2);
   146       CapacityScaling<Graph> mcf6(gr,l2,u,c,v,w,27); checkMcf("#A6",mcf6,gr,l2,u,c,s3,mcf6.run(),true, 8010);
    84   capacity.set(v1_v2, 2);
   147     }
    85   capacity.set(s_v3, 1);
   148     // Testing CapacityScaling (scaling disabled)
    86   capacity.set(v2_v4, 1);
   149     {
    87   capacity.set(v2_v5, 1);
   150       CapacityScaling<Graph> mcf1(gr,u,c,s1);        checkMcf("#B1",mcf1,gr,l1,u,c,s1,mcf1.run(false),true,    0);
    88   capacity.set(v3_v5, 1);
   151       CapacityScaling<Graph> mcf2(gr,u,c,s2);        checkMcf("#B2",mcf2,gr,l1,u,c,s2,mcf2.run(false),true, 5240);
    89   capacity.set(v4_t, 1);
   152       CapacityScaling<Graph> mcf3(gr,u,c,v,w,27);    checkMcf("#B3",mcf3,gr,l1,u,c,s3,mcf3.run(false),true, 7620);
    90   capacity.set(v5_t, 2);
   153       CapacityScaling<Graph> mcf4(gr,l2,u,c,s1);     checkMcf("#B4",mcf4,gr,l2,u,c,s1,mcf4.run(false),false,   0);
    91 
   154       CapacityScaling<Graph> mcf5(gr,l2,u,c,s2);     checkMcf("#B5",mcf5,gr,l2,u,c,s2,mcf5.run(false),true, 5970);
    92   //  ConstMap<Edge, int> const1map(1);
   155       CapacityScaling<Graph> mcf6(gr,l2,u,c,v,w,27); checkMcf("#B6",mcf6,gr,l2,u,c,s3,mcf6.run(false),true, 8010);
    93   std::cout << "Mincostflows algorithm test..." << std::endl;
   156     }
    94 
   157 
    95   SspMinCostFlow< Graph, Graph::EdgeMap<int>, Graph::EdgeMap<int> >
   158     // Testing CostScaling
    96     surb_test(graph, length, capacity, s, t);
   159     {
    97 
   160       CostScaling<Graph> mcf1(gr,u,c,s1);        checkMcf("#C1",mcf1,gr,l1,u,c,s1,mcf1.run(),true,    0);
    98   int k=1;
   161       CostScaling<Graph> mcf2(gr,u,c,s2);        checkMcf("#C2",mcf2,gr,l1,u,c,s2,mcf2.run(),true, 5240);
    99 
   162       CostScaling<Graph> mcf3(gr,u,c,v,w,27);    checkMcf("#C3",mcf3,gr,l1,u,c,s3,mcf3.run(),true, 7620);
   100   surb_test.augment();
   163       CostScaling<Graph> mcf4(gr,l2,u,c,s1);     checkMcf("#C4",mcf4,gr,l2,u,c,s1,mcf4.run(),false,   0);
   101   check(  surb_test.flowValue() == 1 && surb_test.totalLength() == 19,"One path, total length should be 19");
   164       CostScaling<Graph> mcf5(gr,l2,u,c,s2);     checkMcf("#C5",mcf5,gr,l2,u,c,s2,mcf5.run(),true, 5970);
   102 
   165       CostScaling<Graph> mcf6(gr,l2,u,c,v,w,27); checkMcf("#C6",mcf6,gr,l2,u,c,s3,mcf6.run(),true, 8010);
   103   check(  surb_test.run(k) == 1 && surb_test.totalLength() == 19,"One path, total length should be 19");
   166     }
   104 
   167 
   105   check(surb_test.checkComplementarySlackness(), "Is the primal-dual solution pair really optimal?");
   168     // Testing NetworkSimplex (with the default pivot rule)
   106   
   169     {
   107   k=2;
   170       NetworkSimplex<Graph> mcf1(gr,u,c,s1);        checkMcf("#D1",mcf1,gr,l1,u,c,s1,mcf1.run(),true,    0);
   108   
   171       NetworkSimplex<Graph> mcf2(gr,u,c,s2);        checkMcf("#D2",mcf2,gr,l1,u,c,s2,mcf2.run(),true, 5240);
   109   check(  surb_test.run(k) == 2 && surb_test.totalLength() == 41,"Two paths, total length should be 41");
   172       NetworkSimplex<Graph> mcf3(gr,u,c,v,w,27);    checkMcf("#D3",mcf3,gr,l1,u,c,s3,mcf3.run(),true, 7620);
   110 
   173       NetworkSimplex<Graph> mcf4(gr,l2,u,c,s1);     checkMcf("#D4",mcf4,gr,l2,u,c,s1,mcf4.run(),false,   0);
   111   check(surb_test.checkComplementarySlackness(), "Is the primal-dual solution pair really optimal?");
   174       NetworkSimplex<Graph> mcf5(gr,l2,u,c,s2);     checkMcf("#D5",mcf5,gr,l2,u,c,s2,mcf5.run(),true, 5970);
   112   
   175       NetworkSimplex<Graph> mcf6(gr,l2,u,c,v,w,27); checkMcf("#D6",mcf6,gr,l2,u,c,s3,mcf6.run(),true, 8010);
   113   surb_test.augment();
   176     }
   114   surb_test.augment();
   177     // Testing NetworkSimplex (with FIRST_ELIGIBLE_PIVOT)
   115   surb_test.augment();
   178     {
   116   k=4;
   179       NetworkSimplex<Graph>::PivotRuleEnum pr = NetworkSimplex<Graph>::FIRST_ELIGIBLE_PIVOT;
   117 
   180       NetworkSimplex<Graph> mcf1(gr,u,c,s1);        checkMcf("#E1",mcf1,gr,l1,u,c,s1,mcf1.run(pr),true,    0);
   118   check(  surb_test.run(k) == 3 && surb_test.totalLength() == 64,"Three paths, total length should be 64");
   181       NetworkSimplex<Graph> mcf2(gr,u,c,s2);        checkMcf("#E2",mcf2,gr,l1,u,c,s2,mcf2.run(pr),true, 5240);
   119 
   182       NetworkSimplex<Graph> mcf3(gr,u,c,v,w,27);    checkMcf("#E3",mcf3,gr,l1,u,c,s3,mcf3.run(pr),true, 7620);
   120   check(surb_test.checkComplementarySlackness(), "Is the primal-dual solution pair really optimal?");
   183       NetworkSimplex<Graph> mcf4(gr,l2,u,c,s1);     checkMcf("#E4",mcf4,gr,l2,u,c,s1,mcf4.run(pr),false,   0);
   121 
   184       NetworkSimplex<Graph> mcf5(gr,l2,u,c,s2);     checkMcf("#E5",mcf5,gr,l2,u,c,s2,mcf5.run(pr),true, 5970);
   122 
   185       NetworkSimplex<Graph> mcf6(gr,l2,u,c,v,w,27); checkMcf("#E6",mcf6,gr,l2,u,c,s3,mcf6.run(pr),true, 8010);
   123   std::cout << (passed ? "All tests passed." : "Some of the tests failed!!!")
   186     }
   124 	    << std::endl;
   187     // Testing NetworkSimplex (with BEST_ELIGIBLE_PIVOT)
   125 
   188     {
   126   return passed ? 0 : 1;
   189       NetworkSimplex<Graph>::PivotRuleEnum pr = NetworkSimplex<Graph>::BEST_ELIGIBLE_PIVOT;
   127 
   190       NetworkSimplex<Graph> mcf1(gr,u,c,s1);        checkMcf("#F1",mcf1,gr,l1,u,c,s1,mcf1.run(pr),true,    0);
       
   191       NetworkSimplex<Graph> mcf2(gr,u,c,s2);        checkMcf("#F2",mcf2,gr,l1,u,c,s2,mcf2.run(pr),true, 5240);
       
   192       NetworkSimplex<Graph> mcf3(gr,u,c,v,w,27);    checkMcf("#F3",mcf3,gr,l1,u,c,s3,mcf3.run(pr),true, 7620);
       
   193       NetworkSimplex<Graph> mcf4(gr,l2,u,c,s1);     checkMcf("#F4",mcf4,gr,l2,u,c,s1,mcf4.run(pr),false,   0);
       
   194       NetworkSimplex<Graph> mcf5(gr,l2,u,c,s2);     checkMcf("#F5",mcf5,gr,l2,u,c,s2,mcf5.run(pr),true, 5970);
       
   195       NetworkSimplex<Graph> mcf6(gr,l2,u,c,v,w,27); checkMcf("#F6",mcf6,gr,l2,u,c,s3,mcf6.run(pr),true, 8010);
       
   196     }
       
   197     // Testing NetworkSimplex (with BLOCK_SEARCH_PIVOT)
       
   198     {
       
   199       NetworkSimplex<Graph>::PivotRuleEnum pr = NetworkSimplex<Graph>::BLOCK_SEARCH_PIVOT;
       
   200       NetworkSimplex<Graph> mcf1(gr,u,c,s1);        checkMcf("#G1",mcf1,gr,l1,u,c,s1,mcf1.run(pr),true,    0);
       
   201       NetworkSimplex<Graph> mcf2(gr,u,c,s2);        checkMcf("#G2",mcf2,gr,l1,u,c,s2,mcf2.run(pr),true, 5240);
       
   202       NetworkSimplex<Graph> mcf3(gr,u,c,v,w,27);    checkMcf("#G3",mcf3,gr,l1,u,c,s3,mcf3.run(pr),true, 7620);
       
   203       NetworkSimplex<Graph> mcf4(gr,l2,u,c,s1);     checkMcf("#G4",mcf4,gr,l2,u,c,s1,mcf4.run(pr),false,   0);
       
   204       NetworkSimplex<Graph> mcf5(gr,l2,u,c,s2);     checkMcf("#G5",mcf5,gr,l2,u,c,s2,mcf5.run(pr),true, 5970);
       
   205       NetworkSimplex<Graph> mcf6(gr,l2,u,c,v,w,27); checkMcf("#G6",mcf6,gr,l2,u,c,s3,mcf6.run(pr),true, 8010);
       
   206     }
       
   207     // Testing NetworkSimplex (with LIMITED_SEARCH_PIVOT)
       
   208     {
       
   209       NetworkSimplex<Graph>::PivotRuleEnum pr = NetworkSimplex<Graph>::LIMITED_SEARCH_PIVOT;
       
   210       NetworkSimplex<Graph> mcf1(gr,u,c,s1);        checkMcf("#H1",mcf1,gr,l1,u,c,s1,mcf1.run(pr),true,    0);
       
   211       NetworkSimplex<Graph> mcf2(gr,u,c,s2);        checkMcf("#H2",mcf2,gr,l1,u,c,s2,mcf2.run(pr),true, 5240);
       
   212       NetworkSimplex<Graph> mcf3(gr,u,c,v,w,27);    checkMcf("#H3",mcf3,gr,l1,u,c,s3,mcf3.run(pr),true, 7620);
       
   213       NetworkSimplex<Graph> mcf4(gr,l2,u,c,s1);     checkMcf("#H4",mcf4,gr,l2,u,c,s1,mcf4.run(pr),false,   0);
       
   214       NetworkSimplex<Graph> mcf5(gr,l2,u,c,s2);     checkMcf("#H5",mcf5,gr,l2,u,c,s2,mcf5.run(pr),true, 5970);
       
   215       NetworkSimplex<Graph> mcf6(gr,l2,u,c,v,w,27); checkMcf("#H6",mcf6,gr,l2,u,c,s3,mcf6.run(pr),true, 8010);
       
   216     }
       
   217     // Testing NetworkSimplex (with CANDIDATE_LIST_PIVOT)
       
   218     {
       
   219       NetworkSimplex<Graph>::PivotRuleEnum pr = NetworkSimplex<Graph>::CANDIDATE_LIST_PIVOT;
       
   220       NetworkSimplex<Graph> mcf1(gr,u,c,s1);        checkMcf("#I1",mcf1,gr,l1,u,c,s1,mcf1.run(pr),true,    0);
       
   221       NetworkSimplex<Graph> mcf2(gr,u,c,s2);        checkMcf("#I2",mcf2,gr,l1,u,c,s2,mcf2.run(pr),true, 5240);
       
   222       NetworkSimplex<Graph> mcf3(gr,u,c,v,w,27);    checkMcf("#I3",mcf3,gr,l1,u,c,s3,mcf3.run(pr),true, 7620);
       
   223       NetworkSimplex<Graph> mcf4(gr,l2,u,c,s1);     checkMcf("#I4",mcf4,gr,l2,u,c,s1,mcf4.run(pr),false,   0);
       
   224       NetworkSimplex<Graph> mcf5(gr,l2,u,c,s2);     checkMcf("#I5",mcf5,gr,l2,u,c,s2,mcf5.run(pr),true, 5970);
       
   225       NetworkSimplex<Graph> mcf6(gr,l2,u,c,v,w,27); checkMcf("#I6",mcf6,gr,l2,u,c,s3,mcf6.run(pr),true, 8010);
       
   226     }
       
   227 
       
   228     // Testing CycleCanceling (with BellmanFord)
       
   229     {
       
   230       CycleCanceling<Graph> mcf1(gr,u,c,s1);        checkMcf("#J1",mcf1,gr,l1,u,c,s1,mcf1.run(),true,    0);
       
   231       CycleCanceling<Graph> mcf2(gr,u,c,s2);        checkMcf("#J2",mcf2,gr,l1,u,c,s2,mcf2.run(),true, 5240);
       
   232       CycleCanceling<Graph> mcf3(gr,u,c,v,w,27);    checkMcf("#J3",mcf3,gr,l1,u,c,s3,mcf3.run(),true, 7620);
       
   233       CycleCanceling<Graph> mcf4(gr,l2,u,c,s1);     checkMcf("#J4",mcf4,gr,l2,u,c,s1,mcf4.run(),false,   0);
       
   234       CycleCanceling<Graph> mcf5(gr,l2,u,c,s2);     checkMcf("#J5",mcf5,gr,l2,u,c,s2,mcf5.run(),true, 5970);
       
   235       CycleCanceling<Graph> mcf6(gr,l2,u,c,v,w,27); checkMcf("#J6",mcf6,gr,l2,u,c,s3,mcf6.run(),true, 8010);
       
   236     }
       
   237     // Testing CycleCanceling (with MinMeanCycle)
       
   238     {
       
   239       CycleCanceling<Graph> mcf1(gr,u,c,s1);        checkMcf("#K1",mcf1,gr,l1,u,c,s1,mcf1.run(true),true,    0);
       
   240       CycleCanceling<Graph> mcf2(gr,u,c,s2);        checkMcf("#K2",mcf2,gr,l1,u,c,s2,mcf2.run(true),true, 5240);
       
   241       CycleCanceling<Graph> mcf3(gr,u,c,v,w,27);    checkMcf("#K3",mcf3,gr,l1,u,c,s3,mcf3.run(true),true, 7620);
       
   242       CycleCanceling<Graph> mcf4(gr,l2,u,c,s1);     checkMcf("#K4",mcf4,gr,l2,u,c,s1,mcf4.run(true),false,   0);
       
   243       CycleCanceling<Graph> mcf5(gr,l2,u,c,s2);     checkMcf("#K5",mcf5,gr,l2,u,c,s2,mcf5.run(true),true, 5970);
       
   244       CycleCanceling<Graph> mcf6(gr,l2,u,c,v,w,27); checkMcf("#K6",mcf6,gr,l2,u,c,s3,mcf6.run(true),true, 8010);
       
   245     }
       
   246 
       
   247     // Testing MinCostFlow
       
   248     {
       
   249       MinCostFlow<Graph> mcf1(gr,u,c,s1);        checkMcf("#L1",mcf1,gr,l1,u,c,s1,mcf1.run(),true,    0);
       
   250       MinCostFlow<Graph> mcf2(gr,u,c,s2);        checkMcf("#L2",mcf2,gr,l1,u,c,s2,mcf2.run(),true, 5240);
       
   251       MinCostFlow<Graph> mcf3(gr,u,c,v,w,27);    checkMcf("#L3",mcf3,gr,l1,u,c,s3,mcf3.run(),true, 7620);
       
   252       MinCostFlow<Graph> mcf4(gr,l2,u,c,s1);     checkMcf("#L4",mcf4,gr,l2,u,c,s1,mcf4.run(),false,   0);
       
   253       MinCostFlow<Graph> mcf5(gr,l2,u,c,s2);     checkMcf("#L5",mcf5,gr,l2,u,c,s2,mcf5.run(),true, 5970);
       
   254       MinCostFlow<Graph> mcf6(gr,l2,u,c,v,w,27); checkMcf("#L6",mcf6,gr,l2,u,c,s3,mcf6.run(),true, 8010);
       
   255     }
       
   256 
       
   257     // Testing MinCostMaxFlow
       
   258     {
       
   259       MinCostMaxFlow<Graph> mcmf(gr,u,c,v,w);
       
   260       mcmf.run();
       
   261       checkMcf("#M1",mcmf,gr,l1,u,c,s3,true,true,7620);
       
   262     }
       
   263   }
       
   264 
       
   265   // Benchmark test on a DIMACS network
       
   266   {
       
   267     typedef SmartGraph Graph;
       
   268     GRAPH_TYPEDEFS(SmartGraph);
       
   269 
       
   270     // Reading the test graph
       
   271     Graph graph;
       
   272     Graph::EdgeMap<int> lower(graph), capacity(graph), cost(graph);
       
   273     Graph::NodeMap<int> supply(graph);
       
   274 
       
   275     std::string fname;
       
   276     if(getenv("srcdir"))
       
   277       fname = std::string(getenv("srcdir"));
       
   278     else fname = ".";
       
   279     fname += "/test/min_cost_flow_test.net";
       
   280 
       
   281     std::ifstream input(fname.c_str());
       
   282     check(input, "Input file '" << fname << "' not found");
       
   283     readDimacs(input, graph, lower, capacity, cost, supply);
       
   284     input.close();
       
   285 
       
   286     // NetworkSimplex
       
   287     {
       
   288       Timer t;
       
   289       NetworkSimplex<Graph> mcf(graph, lower, capacity, cost, supply);
       
   290       bool res = mcf.run();
       
   291       t.stop();
       
   292       checkMcf("#T3", mcf, graph, lower, capacity, cost, supply, res, true, 196587626);
       
   293       std::cout << "NetworkSimplex";
       
   294       std::cout << std::endl << t << std::endl;
       
   295     }
       
   296     // CapacityScaling
       
   297     {
       
   298       Timer t;
       
   299       CapacityScaling<Graph> mcf(graph, lower, capacity, cost, supply);
       
   300       bool res = mcf.run();
       
   301       t.stop();
       
   302       checkMcf("#T1", mcf, graph, lower, capacity, cost, supply, res, true, 196587626);
       
   303       std::cout << "CapacityScaling";
       
   304       std::cout << std::endl << t << std::endl;
       
   305     }
       
   306     // CostScaling
       
   307     {
       
   308       Timer t;
       
   309       CostScaling<Graph> mcf(graph, lower, capacity, cost, supply);
       
   310       bool res = mcf.run();
       
   311       t.stop();
       
   312       checkMcf("#T2", mcf, graph, lower, capacity, cost, supply, res, true, 196587626);
       
   313       std::cout << "CostScaling";
       
   314       std::cout << std::endl << t << std::endl;
       
   315     }
       
   316     // CycleCanceling
       
   317     {
       
   318       Timer t;
       
   319       CycleCanceling<Graph> mcf(graph, lower, capacity, cost, supply);
       
   320       bool res = mcf.run();
       
   321       t.stop();
       
   322       checkMcf("#T4", mcf, graph, lower, capacity, cost, supply, res, true, 196587626);
       
   323       std::cout << "CycleCanceling";
       
   324       std::cout << std::endl << t << std::endl;
       
   325     }
       
   326   }
       
   327 
       
   328   return 0;
   128 }
   329 }