Dune::Amg::MatrixHierarchy< M, PI, A > Class Template Reference

The hierarchies build by the coarsening process. More...

#include <dune/istl/paamg/hierarchy.hh>

List of all members.

Classes
struct	MatrixStats
	functor to print matrix statistics.
struct	MatrixStats< Matrix, true >

Public Types
typedef M	MatrixOperator
	The type of the matrix operator.
typedef MatrixOperator::matrix_type	Matrix
	The type of the matrix.
typedef PI	ParallelInformation
	The type of the index set.
typedef A	Allocator
	The allocator to use.
typedef Dune::Amg::AggregatesMap < typename MatrixGraph< Matrix > ::VertexDescriptor >	AggregatesMap
	The type of the aggregates map we use.
typedef Dune::Amg::Hierarchy < MatrixOperator, Allocator >	ParallelMatrixHierarchy
	The type of the parallel matrix hierarchy.
typedef Dune::Amg::Hierarchy < ParallelInformation, Allocator >	ParallelInformationHierarchy
	The type of the parallel informarion hierarchy.
typedef Allocator::template rebind< AggregatesMap * > ::other	AAllocator
	Allocator for pointers.
typedef std::list < AggregatesMap *, AAllocator >	AggregatesMapList
	The type of the aggregates maps list.
typedef RedistributeInformation < ParallelInformation >	RedistributeInfoType
	The type of the redistribute information.
typedef Allocator::template rebind< RedistributeInfoType > ::other	RILAllocator
	Allocator for RedistributeInfoType.
typedef std::list < RedistributeInfoType, RILAllocator >	RedistributeInfoList
	The type of the list of redistribute information.

Public Member Functions
	MatrixHierarchy (const MatrixOperator &fineMatrix, const ParallelInformation &pinfo=ParallelInformation())
	Constructor.
	~MatrixHierarchy ()
template<typename O , typename T >
void	build (const T &criterion)
	Build the matrix hierarchy using aggregation.
template<class F >
void	recalculateGalerkin (const F &copyFlags)
	Recalculate the galerkin products.
template<class V , class TA >
void	coarsenVector (Hierarchy< BlockVector< V, TA > > &hierarchy) const
	Coarsen the vector hierarchy according to the matrix hierarchy.
template<class S , class TA >
void	coarsenSmoother (Hierarchy< S, TA > &smoothers, const typename SmootherTraits< S >::Arguments &args) const
	Coarsen the smoother hierarchy according to the matrix hierarchy.
std::size_t	levels () const
	Get the number of levels in the hierarchy.
std::size_t	maxlevels () const
	Get the max number of levels in the hierarchy of processors.
bool	hasCoarsest () const
bool	isBuilt () const
	Whether the hierarchy was built.
const ParallelMatrixHierarchy &	matrices () const
	Get the matrix hierarchy.
const ParallelInformationHierarchy &	parallelInformation () const
	Get the hierarchy of the parallel data distribution information.
const AggregatesMapList &	aggregatesMaps () const
	Get the hierarchy of the mappings of the nodes onto aggregates.
const RedistributeInfoList &	redistributeInformation () const
	Get the hierachy of the information about redistributions,.
MatrixOperator::field_type	getProlongationDampingFactor () const
void	getCoarsestAggregatesOnFinest (std::vector< std::size_t > &data) const
	Get the mapping of fine level unknowns to coarse level aggregates.

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Detailed Description

template<class M, class PI, class A = std::allocator<M>>
class Dune::Amg::MatrixHierarchy< M, PI, A >

The hierarchies build by the coarsening process.

Namely a hierarchy of matrices, index sets, remote indices, interfaces and communicators.

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Member Typedef Documentation

template<class M , class PI , class A = std::allocator<M>>

typedef Allocator::template rebind<AggregatesMap*>::other Dune::Amg::MatrixHierarchy< M, PI, A >::AAllocator

Allocator for pointers.

template<class M , class PI , class A = std::allocator<M>>

typedef Dune::Amg::AggregatesMap<typename MatrixGraph<Matrix>::VertexDescriptor> Dune::Amg::MatrixHierarchy< M, PI, A >::AggregatesMap

The type of the aggregates map we use.

template<class M , class PI , class A = std::allocator<M>>

typedef std::list<AggregatesMap*,AAllocator> Dune::Amg::MatrixHierarchy< M, PI, A >::AggregatesMapList

The type of the aggregates maps list.

template<class M , class PI , class A = std::allocator<M>>

typedef A Dune::Amg::MatrixHierarchy< M, PI, A >::Allocator

The allocator to use.

template<class M , class PI , class A = std::allocator<M>>

typedef MatrixOperator::matrix_type Dune::Amg::MatrixHierarchy< M, PI, A >::Matrix

The type of the matrix.

template<class M , class PI , class A = std::allocator<M>>

typedef M Dune::Amg::MatrixHierarchy< M, PI, A >::MatrixOperator

The type of the matrix operator.

template<class M , class PI , class A = std::allocator<M>>

typedef PI Dune::Amg::MatrixHierarchy< M, PI, A >::ParallelInformation

The type of the index set.

template<class M , class PI , class A = std::allocator<M>>

typedef Dune::Amg::Hierarchy<ParallelInformation,Allocator> Dune::Amg::MatrixHierarchy< M, PI, A >::ParallelInformationHierarchy

The type of the parallel informarion hierarchy.

template<class M , class PI , class A = std::allocator<M>>

typedef Dune::Amg::Hierarchy<MatrixOperator,Allocator> Dune::Amg::MatrixHierarchy< M, PI, A >::ParallelMatrixHierarchy

The type of the parallel matrix hierarchy.

template<class M , class PI , class A = std::allocator<M>>

typedef std::list<RedistributeInfoType,RILAllocator> Dune::Amg::MatrixHierarchy< M, PI, A >::RedistributeInfoList

The type of the list of redistribute information.

template<class M , class PI , class A = std::allocator<M>>

typedef RedistributeInformation<ParallelInformation> Dune::Amg::MatrixHierarchy< M, PI, A >::RedistributeInfoType

The type of the redistribute information.

template<class M , class PI , class A = std::allocator<M>>

typedef Allocator::template rebind<RedistributeInfoType>::other Dune::Amg::MatrixHierarchy< M, PI, A >::RILAllocator

Allocator for RedistributeInfoType.

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Member Function Documentation

template<class M , class PI , class A = std::allocator<M>>

MatrixOperator::field_type Dune::Amg::MatrixHierarchy< M, PI, A >::getProlongationDampingFactor ( ) const

inline

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

• hierarchy.hh