MaxCPlanarMaster.h

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#pragma once
 
#include <ogdf/basic/ArrayBuffer.h>
#include <ogdf/basic/GraphCopy.h>
#include <ogdf/basic/Logger.h>
#include <ogdf/cluster/internal/EdgeVar.h>
#include <ogdf/cluster/internal/basics.h>
 
namespace ogdf {
namespace cluster_planarity {
 
class MaxCPlanarMaster : public abacus::Master {
    friend class MaxCPlanarSub;
 
    // Pointers to the given Clustergraph and underlying Graph are stored.
    const ClusterGraph* m_C;
    const Graph* m_G;
    const EdgeArray<double>* m_pCost;
 
 
    // Each time the primal bound is improved, the integer solution induced Graph is built.
    // \#m_solutionGraph is a pointer to the currently best solution induced Graph.
    GraphCopy* m_solutionGraph;
 
    List<NodePair> m_allOneEdges; //<! Contains all nodePairs whose variable is set to 1.0
    List<NodePair> m_originalOneEdges; //<! Contains original nodePairs whose variable is set to 1.0
    List<NodePair> m_connectionOneEdges; //<! Contains connection nodePairs whose variable is set to 1.0
    List<edge> m_deletedOriginalEdges; //<! Contains original edges whose variable is set to 0.0
 
public:
    // Construction and default values
    MaxCPlanarMaster(const ClusterGraph& C, const EdgeArray<double>* pCost, int heuristicLevel = 1,
            int heuristicRuns = 2, double heuristicOEdgeBound = 0.3, int heuristicNPermLists = 5,
            int kuratowskiIterations = 3, int subdivisions = 10, int kSupportGraphs = 3,
            double kuratowskiHigh = 0.7, double kuratowskiLow = 0.3, bool perturbation = false,
            double branchingGap = 0.4,
            const char* time = "00:20:00", //maximum computation time
            bool dopricing = true,
            bool checkCPlanar = false, //just check c-planarity
            int numAddVariables = 15, double strongConstraintViolation = 0.3,
            double strongVariableViolation = 0.3);
 
    virtual ~MaxCPlanarMaster();
 
    // Initialisation of the first Subproblem
    virtual abacus::Sub* firstSub() override;
 
    // Returns the objective function coefficient of C-edges
    double epsilon() const { return m_epsilon; }
 
    // Returns the number of variables
    int nMaxVars() const { return m_nMaxVars; }
 
    // Returns a pointer to the underlying Graph
    const Graph* getGraph() const { return m_G; }
 
    // Returns a pointer to the given Clustergraph.
    const ClusterGraph* getClusterGraph() const { return m_C; }
 
    // Updates the "best" Subgraph #m_solutionGraph found so far and fills edge lists with
    // corresponding edges (nodePairs).
    void updateBestSubGraph(List<NodePair>& original, List<NodePair>& connection,
            List<edge>& deleted);
 
    // Returns the optimal solution induced Clustergraph
    Graph* solutionInducedGraph() { return static_cast<Graph*>(m_solutionGraph); }
 
    // Returns nodePairs of original, connection, deleted or all optimal solution edges in list \p edges.
    void getAllOptimalSolutionEdges(List<NodePair>& edges) const;
    void getOriginalOptimalSolutionEdges(List<NodePair>& edges) const;
    void getConnectionOptimalSolutionEdges(List<NodePair>& egdes) const;
    void getDeletedEdges(List<edge>& edges) const;
 
    // Get parameters
    int getKIterations() const { return m_nKuratowskiIterations; }
 
    int getNSubdivisions() const { return m_nSubdivisions; }
 
    int getNKuratowskiSupportGraphs() const { return m_nKuratowskiSupportGraphs; }
 
    int getHeuristicLevel() const { return m_heuristicLevel; }
 
    int getHeuristicRuns() const { return m_nHeuristicRuns; }
 
    double getKBoundHigh() const { return m_kuratowskiBoundHigh; }
 
    double getKBoundLow() const { return m_kuratowskiBoundLow; }
 
    bool perturbation() const { return m_usePerturbation; }
 
    double branchingOEdgeSelectGap() const { return m_branchingGap; }
 
    double getHeuristicFractionalBound() const { return m_heuristicFractionalBound; }
 
    int numberOfHeuristicPermutationLists() const { return m_nHeuristicPermutationLists; }
 
    bool getMPHeuristic() const { return m_mpHeuristic; }
 
    bool getCheckCPlanar() const { return m_checkCPlanar; }
 
    int getNumAddVariables() const { return m_numAddVariables; }
 
    double getStrongConstraintViolation() const { return m_strongConstraintViolation; }
 
    double getStrongVariableViolation() const { return m_strongVariableViolation; }
 
    // Read global constraint counter, i.e. the number of added constraints of specific type.
    int addedKConstraints() const { return m_nKConsAdded; }
 
    int addedCConstraints() const { return m_nCConsAdded; }
 
    // Set parameters
    void setKIterations(int n) { m_nKuratowskiIterations = n; }
 
    void setNSubdivisions(int n) { m_nSubdivisions = n; }
 
    void setNKuratowskiSupportGraphs(int n) { m_nKuratowskiSupportGraphs = n; }
 
    void setNHeuristicRuns(int n) { m_nHeuristicRuns = n; }
 
    void setKBoundHigh(double n) { m_kuratowskiBoundHigh = ((n > 0.0 && n < 1.0) ? n : 0.8); }
 
    void setKBoundLow(double n) { m_kuratowskiBoundLow = ((n > 0.0 && n < 1.0) ? n : 0.2); }
 
    void heuristicLevel(int level) { m_heuristicLevel = level; }
 
    void setHeuristicRuns(int n) { m_nHeuristicRuns = n; }
 
    void setPertubation(bool b) { m_usePerturbation = b; }
 
    void setHeuristicFractionalBound(double b) { m_heuristicFractionalBound = b; }
 
    void setHeuristicPermutationLists(int n) { m_nHeuristicPermutationLists = n; }
 
    void setMPHeuristic(bool b) { m_mpHeuristic = b; }
 
    void setNumAddVariables(int i) { m_numAddVariables = i; }
 
    void setStrongConstraintViolation(double d) { m_strongConstraintViolation = d; }
 
    void setStrongVariableViolation(double d) { m_strongVariableViolation = d; }
 
    void setPortaFile(bool b) { m_porta = b; }
 
    // Updating global constraint counter
    void updateAddedCCons(int n) { m_nCConsAdded += n; }
 
    void updateAddedKCons(int n) { m_nKConsAdded += n; }
 
    // Returns global primal and dual bounds.
    double getPrimalBound() { return globalPrimalBound; }
 
    double getDualBound() { return globalDualBound; }
 
    // Cut pools for connectivity and planarity
    abacus::StandardPool<abacus::Constraint, abacus::Variable>* getCutConnPool() {
        return m_cutConnPool;
    }
 
    abacus::StandardPool<abacus::Constraint, abacus::Variable>* getCutKuraPool() {
        return m_cutKuraPool;
    }
 
    bool& useDefaultCutPool() { return m_useDefaultCutPool; }
 
#ifdef OGDF_DEBUG
    bool m_solByHeuristic; //solution computed by heuristic or ILP
    // Simple output function to print the given graph to the console.
    // Used for debugging only.
    void printGraph(const Graph& G);
#endif
 
    const char* getStdConstraintsFileName() { return "StdConstraints.txt"; }
 
    int getNumInactiveVars() { return m_inactiveVariables.size(); }
 
protected:
    // Initializes constraints and variables and an initial dual bound.
    virtual void initializeOptimization() override;
 
    // Function that is invoked at the end of the optimization
    virtual void terminateOptimization() override;
 
    double heuristicInitialLowerBound();
 
private:
    // Computes a dual bound for the optimal solution.
    // Tries to find as many edge-disjoint Kuratowski subdivisions as possible.
    // If k edge-disjoint groups of subdivisions are found, the upper bound can be
    // initialized with number of edges in underlying graph minus k.
    double heuristicInitialUpperBound();
 
    // Is invoked by heuristicInitialUpperBound()
    void clusterConnection(cluster c, GraphCopy& GC, double& upperBound);
 
    // Computes the graphtheoretical distances of edges incident to node \p u.
    void nodeDistances(node u, NodeArray<NodeArray<int>>& dist);
 
 
    // Parameters
    int m_nKuratowskiSupportGraphs; // Maximal number of times the Kuratowski support graph is computed
    int m_nKuratowskiIterations; // Maximal number of times BoyerMyrvold is invoked
    int m_nSubdivisions; // Maximal number of extracted Kuratowski subdivisions
    int m_nMaxVars; // Max Number of variables
    int m_heuristicLevel; // Indicates if primal heuristic shall be used or not
    int m_nHeuristicRuns; // Counts how often the primal heuristic has been called
 
    bool m_usePerturbation; // Indicates whether C-variables should be perturbated or not
    double m_branchingGap; // Modifies the branching behaviour
    double m_heuristicFractionalBound;
    int m_nHeuristicPermutationLists; // The number of permutation lists used in the primal heuristic
    bool m_mpHeuristic; 
 
    double m_kuratowskiBoundHigh; // Upper bound for deterministic edge addition in computation of the Supportgraph
    double m_kuratowskiBoundLow; // Lower bound for deterministic edge deletion in computation of the Supportgraph
 
    int m_numAddVariables; // how many variables should i add maximally per pricing round?
    double m_strongConstraintViolation; // when do i consider a constraint strongly violated -> separate in first stage
    double m_strongVariableViolation; // when do i consider a variable strongly violated (red.cost) -> separate in first stage
 
    string* m_maxCpuTime; // Time threshold for optimization
 
 
    // The basic objective function coefficient for connection edges.
    double m_epsilon;
    // If pertubation is used, this variable stores the largest occuring coeff,
    // i.e. the one closest to 0. Otherwise it corresponds to #m_epsilon
    double m_largestConnectionCoeff;
 
    // Counters for the number of added constraints
    int m_nCConsAdded;
    int m_nKConsAdded;
    int m_solvesLP;
    int m_varsInit;
    int m_varsAdded;
    int m_varsPotential;
    int m_varsMax;
    int m_varsCut;
    int m_varsKura;
    int m_varsPrice;
    int m_varsBranch;
    int m_activeRepairs;
    ArrayBuffer<int> m_repairStat;
 
    inline void clearActiveRepairs() {
        if (m_activeRepairs) {
            m_repairStat.push(m_activeRepairs);
            m_activeRepairs = 0;
        }
    }
 
    double globalPrimalBound;
    double globalDualBound;
 
    inline double getDoubleTime(const Stopwatch* act) {
        int64_t tempo = act->centiSeconds() + 100 * act->seconds() + 6000 * act->minutes()
                + 360000 * act->hours();
        return ((double)tempo) / 100.0;
    }
 
    //number of calls of the fast max planar subgraph heuristic
    const int m_fastHeuristicRuns;
 
    abacus::StandardPool<abacus::Constraint, abacus::Variable>* m_cutConnPool; 
    abacus::StandardPool<abacus::Constraint, abacus::Variable>* m_cutKuraPool; 
 
    bool m_useDefaultCutPool;
 
    bool m_checkCPlanar;
 
    double m_delta;
    double m_deltaCount;
 
    double nextConnectCoeff() {
        // TODO: Test whether this implementation is working.
        return (m_checkCPlanar ? -1 : -m_epsilon) + m_deltaCount-- * m_delta;
    }
 
    EdgeVar* createVariable(ListIterator<NodePair>& it) {
        ++m_varsAdded;
        EdgeVar* v = new EdgeVar(this, nextConnectCoeff(), EdgeVar::EdgeType::Connect, (*it).source,
                (*it).target);
        v->printMe(Logger::slout());
        m_inactiveVariables.del(it);
        return v;
    }
 
    List<NodePair> m_inactiveVariables;
    void generateVariablesForFeasibility(const List<ChunkConnection*>& ccons,
            List<EdgeVar*>& connectVars);
 
    bool goodVar(node a, node b);
 
    bool m_porta;
    void getCoefficients(abacus::Constraint* con, const List<EdgeVar*>& orig,
            const List<EdgeVar*>& connect, List<double>& coeffs);
};
 
}
}