ogdf::MMSubgraphPlanarizer Class Reference

Planarization approach for minor-monotone crossing minimization. More...

#include <ogdf/planarity/MMSubgraphPlanarizer.h>

Inheritance diagram for ogdf::MMSubgraphPlanarizer:

Public Member Functions
	MMSubgraphPlanarizer ()
	Creates a subgraph planarizer for minor-monotone crossing minimization.
int	permutations ()
	Returns the number of performed permutations in the edge insertion step.
void	permutations (int p)
	Sets the number of performed permutations in the edge insertion step.
void	setInserter (MMEdgeInsertionModule *pInserter)
	Sets the module option for minor-monotone edge insertion.
void	setSubgraph (PlanarSubgraphModule< int > *pSubgraph)
	Sets the module option for the computation of the planar subgraph.
Public Member Functions inherited from ogdf::MMCrossingMinimizationModule
	MMCrossingMinimizationModule ()
	Initializes a minor-monotone crossing minimization module.
virtual	~MMCrossingMinimizationModule ()
ReturnType	call (const Graph &G, const List< node > &splittableNodes, int &cr, const EdgeArray< bool > *forbid=nullptr)
	Performs minor-monotone crossing minimization on G for given splittable nodes.
ReturnType	call (const Graph &G, int &cr, const EdgeArray< bool > *forbid=nullptr)
	Performs minor-monotone crossing minimization on G.
ReturnType	call (PlanRepExpansion &PG, int cc, int &crossingNumber, const EdgeArray< bool > *forbid=nullptr)
	Computes a planarized representation of an expansion of the input graph.
int	numberOfNodeSplits () const
	Returns the number of required node splits after the call.
int	numberOfSplittedNodes () const
Public Member Functions inherited from ogdf::Module
	Module ()
	Initializes a module.
virtual	~Module ()

Protected Member Functions
virtual ReturnType	doCall (PlanRepExpansion &PG, int cc, const EdgeArray< bool > *forbid, int &crossingNumber, int &numNS, int &numSN) override
	Actual algorithm call that needs to be implemented by derived classed.

Private Attributes
std::unique_ptr< MMEdgeInsertionModule >	m_inserter
	The minor-monotone edge insertion module.
int	m_permutations
	The number of permutations.
std::unique_ptr< PlanarSubgraphModule< int > >	m_subgraph
	The planar subgraph module.

Additional Inherited Members
Public Types inherited from ogdf::Module
enum class	ReturnType { Feasible , Optimal , NoFeasibleSolution , TimeoutFeasible , TimeoutInfeasible , Error }
	The return type of a module. More...
Static Public Member Functions inherited from ogdf::Module
static bool	isSolution (ReturnType ret)
	Returns true iff ret indicates that the module returned a feasible solution.

Detailed Description

Planarization approach for minor-monotone crossing minimization.

Definition at line 50 of file MMSubgraphPlanarizer.h.

Constructor & Destructor Documentation

MMSubgraphPlanarizer()

ogdf::MMSubgraphPlanarizer::MMSubgraphPlanarizer

(

)

Creates a subgraph planarizer for minor-monotone crossing minimization.

Member Function Documentation

doCall()

virtual ReturnType ogdf::MMSubgraphPlanarizer::doCall ( PlanRepExpansion &  PG, int  cc, const EdgeArray< bool > *  forbid, int &  crossingNumber, int &  numNS, int &  numSN  )

overrideprotectedvirtual

Actual algorithm call that needs to be implemented by derived classed.

Parameters

PG	represents the input graph as well as the computed planarized expansion after the call. PG is initialized as a PlanRepExpansion of the input graph and needs to be modified to obatain the planarized representation (crossings are replaced by dummy vertices with degree four).
cc	is the number of the connected component in PG that is considered.
forbid	points to an edge array indicating which edges are not allowed to be crossed, i.e., (*forbid)[e] = true.
crossingNumber	needs to be assigned the number of crossings.
numNS	needs to be assigned the required number of node splits.
numSN	needs to be assigned the number of splitted nodes.

Returns

the status of the result.

Implements ogdf::MMCrossingMinimizationModule.

permutations() [1/2]

int ogdf::MMSubgraphPlanarizer::permutations ( )

inline

Returns the number of performed permutations in the edge insertion step.

Definition at line 62 of file MMSubgraphPlanarizer.h.

permutations() [2/2]

void ogdf::MMSubgraphPlanarizer::permutations ( int  p )

inline

Sets the number of performed permutations in the edge insertion step.

Definition at line 65 of file MMSubgraphPlanarizer.h.

setInserter()

void ogdf::MMSubgraphPlanarizer::setInserter ( MMEdgeInsertionModule *  pInserter )

inline

Sets the module option for minor-monotone edge insertion.

Definition at line 59 of file MMSubgraphPlanarizer.h.

setSubgraph()

void ogdf::MMSubgraphPlanarizer::setSubgraph ( PlanarSubgraphModule< int > *  pSubgraph )

inline

Sets the module option for the computation of the planar subgraph.

Definition at line 56 of file MMSubgraphPlanarizer.h.

Member Data Documentation

m_inserter

std::unique_ptr<MMEdgeInsertionModule> ogdf::MMSubgraphPlanarizer::m_inserter

private

The minor-monotone edge insertion module.

Definition at line 73 of file MMSubgraphPlanarizer.h.

m_permutations

int ogdf::MMSubgraphPlanarizer::m_permutations

private

The number of permutations.

Definition at line 75 of file MMSubgraphPlanarizer.h.

m_subgraph

std::unique_ptr<PlanarSubgraphModule<int> > ogdf::MMSubgraphPlanarizer::m_subgraph

private

The planar subgraph module.

Definition at line 72 of file MMSubgraphPlanarizer.h.

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The documentation for this class was generated from the following file:

• include/ogdf/planarity/MMSubgraphPlanarizer.h