Ejemplo n.º 1
0
static void KarpPartition(int start, int end, int last_mid)
{
    int i;

    if (end - start + 1 <= SubproblemSize) {
        if (last_mid <= start)
            start = last_mid;
        else
            end = last_mid;
        CurrentSubproblem++;
        for (i = start; i <= end; i++)
            KDTree[i]->Subproblem = CurrentSubproblem;
        OldGlobalBestCost = GlobalBestCost;
        SolveSubproblem(CurrentSubproblem, Subproblems, &GlobalBestCost);
        if (SubproblemsCompressed && GlobalBestCost == OldGlobalBestCost) {
            if (TraceLevel >= 1)
                printff("\nCompress subproblem %d:\n", CurrentSubproblem);
            RestrictedSearch = 0;
            SolveSubproblem(CurrentSubproblem, Subproblems,
                            &GlobalBestCost);
            RestrictedSearch = RestrictedSearchSaved;
        }
    } else {
        int mid = (start + end) / 2;
        KarpPartition(start, mid - 1, mid);
        KarpPartition(mid + 1, end, mid);
    }
}
Ejemplo n.º 2
0
static void KarpPartition(int start, int end)
{
    if (end - start + 1 <= SubproblemSize) {
        int i;
        CurrentSubproblem++;
        for (i = start; i <= end; i++)
            KDTree[i]->Subproblem = CurrentSubproblem;
        OldGlobalBestCost = GlobalBestCost;
        SolveSubproblem(CurrentSubproblem, Subproblems, &GlobalBestCost);
        if (SubproblemsCompressed && GlobalBestCost == OldGlobalBestCost)
            SolveCompressedSubproblem(CurrentSubproblem, Subproblems,
                                      &GlobalBestCost);
    } else {
        int mid = (start + end) / 2;
        KarpPartition(start, mid);
        KarpPartition(mid + 1, end);
    }
}
Ejemplo n.º 3
0
void SolveKarpSubproblems()
{
    Node *N;
    int i;
    double EntryTime = GetTime();

    AllocateStructures();
    ReadPenalties();
    /* Compute upper bound for the original problem */
    GlobalBestCost = 0;
    N = FirstNode;
    do {
        if (!Fixed(N, N->SubproblemSuc))
            GlobalBestCost += Distance(N, N->SubproblemSuc);
        N->Subproblem = 0;
    }
    while ((N = N->BestSuc = N->SubproblemSuc) != FirstNode);
    if (TraceLevel >= 1) {
        if (TraceLevel >= 2)
            printff("\n");
        printff("*** Karp partitioning *** [Cost = " GainFormat "]\n",
                GlobalBestCost);
    }
    if (WeightType == GEO || WeightType == GEOM ||
        WeightType == GEO_MEEUS || WeightType == GEOM_MEEUS) {
        N = FirstNode;
        do {
            N->Xc = N->X;
            N->Yc = N->Y;
            N->Zc = N->Z;
            if (WeightType == GEO || WeightType == GEO_MEEUS)
                GEO2XYZ(N->Xc, N->Yc, &N->X, &N->Y, &N->Z);
            else
                GEOM2XYZ(N->Xc, N->Yc, &N->X, &N->Y, &N->Z);
        } while ((N = N->SubproblemSuc) != FirstNode);
        CoordType = THREED_COORDS;
    }
    KDTree = BuildKDTree();
    if (WeightType == GEO || WeightType == GEOM ||
        WeightType == GEO_MEEUS || WeightType == GEOM_MEEUS) {
        N = FirstNode;
        do {
            N->X = N->Xc;
            N->Y = N->Yc;
            N->Z = N->Zc;
        } while ((N = N->SubproblemSuc) != FirstNode);
        CoordType = TWOD_COORDS;
    }

    CurrentSubproblem = 0;
    Subproblems = 1;
    for (i = Dimension - 1; i > SubproblemSize; i /= 2)
        Subproblems *= 2;
    RestrictedSearchSaved = RestrictedSearch;
    KarpPartition(0, Dimension - 1, 0);
    free(KDTree);
    printff("\nCost = " GainFormat, GlobalBestCost);
    if (Optimum != MINUS_INFINITY && Optimum != 0)
        printff(", Gap = %0.3f%%",
                100.0 * (GlobalBestCost - Optimum) / Optimum);
    printff(", Time = %0.1f sec. %s\n", fabs(GetTime() - EntryTime),
            GlobalBestCost < Optimum ? "<" : GlobalBestCost ==
            Optimum ? "=" : "");
    if (SubproblemBorders && Subproblems > 1)
        SolveSubproblemBorderProblems(Subproblems);
}