Maximum planar subgraph approximation algorithm by Calinescu et al. More...
#include <ogdf/planarity/PlanarSubgraphCactus.h>
Public Member Functions | |
PlanarSubgraphCactus () | |
virtual PlanarSubgraphCactus * | clone () const override |
Returns a new instance of the planarization module with the same settings. | |
Public Member Functions inherited from ogdf::PlanarSubgraphTriangles< TCost > | |
PlanarSubgraphTriangles (bool onlyTriangles=false) | |
Creates a planarization module based on triangle or diamond matching. | |
Public Member Functions inherited from ogdf::PlanarSubgraphModule< TCost > | |
PlanarSubgraphModule () | |
Initializes a planar subgraph module (default constructor). | |
ReturnType | call (const Graph &G, const EdgeArray< TCost > &cost, const List< edge > &preferredEdges, List< edge > &delEdges, bool preferredImplyPlanar=false) |
Returns the set of edges delEdges which have to be deleted to obtain the planar subgraph. | |
ReturnType | call (const Graph &G, const EdgeArray< TCost > &cost, List< edge > &delEdges) |
Returns the set of edges delEdges which have to be deleted to obtain the planar subgraph. | |
ReturnType | call (const Graph &G, const List< edge > &preferredEdges, List< edge > &delEdges, bool preferredImplyPlanar=false) |
Returns the set of edges delEdges which have to be deleted to obtain the planar subgraph. | |
ReturnType | call (const Graph &G, List< edge > &delEdges) |
Returns the set of edges delEdges which have to be deleted to obtain the planar subgraph. | |
ReturnType | callAndDelete (GraphCopy &GC, const List< edge > &preferredEdges, List< edge > &delOrigEdges, bool preferredImplyPlanar=false) |
Makes GC planar by deleting edges. | |
ReturnType | callAndDelete (GraphCopy &GC, List< edge > &delOrigEdges) |
Makes G planar by deleting edges. | |
unsigned int | maxThreads () const |
Returns the maximal number of used threads. | |
void | maxThreads (unsigned int n) |
Sets the maximal number of used threads to n . | |
ReturnType | operator() (const Graph &G, const List< edge > &preferredEdges, List< edge > &delEdges, bool preferredImplyPlanar=false) |
Returns the set of edges delEdges which have to be deleted to obtain the planar subgraph. | |
ReturnType | operator() (const Graph &G, List< edge > &delEdges) |
Returns the set of edges delEdges which have to be deleted to obtain the planar subgraph. | |
Public Member Functions inherited from ogdf::Module | |
Module () | |
Initializes a module. | |
virtual | ~Module () |
Public Member Functions inherited from ogdf::Timeouter | |
Timeouter () | |
timeout is turned of by default | |
Timeouter (bool t) | |
timeout is turned off (false) or on (true) (with 0 second) | |
Timeouter (const Timeouter &t) | |
Timeouter (double t) | |
timeout is set to the given value (seconds) | |
~Timeouter () | |
bool | isTimeLimit () const |
returns whether any time limit is set or not | |
Timeouter & | operator= (const Timeouter &t) |
double | timeLimit () const |
returns the current time limit for the call | |
void | timeLimit (bool t) |
shorthand to turn timelimit off or on (with 0 seconds) | |
void | timeLimit (double t) |
sets the time limit for the call (in seconds); <0 means no limit. | |
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. | |
Protected Member Functions inherited from ogdf::PlanarSubgraphTriangles< TCost > | |
virtual Module::ReturnType | doCall (const Graph &graph, const List< edge > &, List< edge > &delEdges, const EdgeArray< TCost > *pCost, bool preferredImplyPlanar=false) override |
Computes the set of edges delEdges which have to be deleted to obtain the planar subgraph. | |
Protected Attributes inherited from ogdf::Timeouter | |
double | m_timeLimit |
Time limit for module calls (< 0 means no limit). | |
Maximum planar subgraph approximation algorithm by Calinescu et al.
The algorithm has an approximation factor of 7/18. Setting preferred edges is not supported. Weighted edges are heuristically respected but there is no approximation guarantee in the weighted case.
Definition at line 47 of file PlanarSubgraphCactus.h.
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inline |
Definition at line 49 of file PlanarSubgraphCactus.h.
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inlineoverridevirtual |
Returns a new instance of the planarization module with the same settings.
Reimplemented from ogdf::PlanarSubgraphTriangles< TCost >.
Definition at line 51 of file PlanarSubgraphCactus.h.