SST::IMPL::Partition::SSTLinearPartition Class Reference

Performs a linear partition scheme of an SST simulation configuration. More...

#include <linpart.h>

Inheritance diagram for SST::IMPL::Partition::SSTLinearPartition:

Public Member Functions
	SSTLinearPartition (RankInfo rankCount, RankInfo my_rank, int verbosity)
	Creates a new linear partition scheme. More...
void	performPartition (PartitionGraph *graph) override
	Performs a partition of an SST simulation configuration. More...
bool	requiresConfigGraph () override
bool	spawnOnAllRanks () override
Public Member Functions inherited from SST::Partition::SSTPartitioner
virtual void	performPartition (PartitionGraph *UNUSED(graph))
	Function to be overridden by subclasses. More...
virtual void	performPartition (ConfigGraph *UNUSED(graph))
	Function to be overridden by subclasses. More...
virtual bool	requiresConfigGraph ()
virtual bool	spawnOnAllRanks ()
virtual void	performPartition (PartitionGraph *graph)
	Function to be overridden by subclasses. More...
virtual void	performPartition (ConfigGraph *graph)
	Function to be overridden by subclasses. More...
virtual bool	requiresConfigGraph ()
virtual bool	spawnOnAllRanks ()

Data Fields
SST_ELI_REGISTER_PARTITIONER(SSTLinearPartition, "sst", "linear", SST_ELI_ELEMENT_VERSION(1, 0, 0), "Partitions components by dividing Component ID space into roughly equal portions. " "Components with sequential IDs will be placed close together.") protected Output *	partOutput
	Number of ranks in the simulation. More...

Detailed Description

Performs a linear partition scheme of an SST simulation configuration.

In this scheme a list of components (supplied as a graph) are grouped by slicing the list into approximately equal parts. A "part" is generated for each MPI rank performing the simulation. This means Components with sequential ids will be placed close together. In general this scheme provides a very effective partition for most parallel simulations which generate man similar components of interest close together in the input Python configuration. It is also very fast to compute a linear partition scheme. For more aggressive partition schemes users should try the simple partitioner.

Constructor & Destructor Documentation

SSTLinearPartition()

SSTLinearPartition::SSTLinearPartition	(	RankInfo	rankCount,
		RankInfo	my_rank,
		int	verbosity
	)

Creates a new linear partition scheme.

Parameters

mpiRankCount	Number of MPI ranks in the simulation
verbosity	The level of information to output

References partOutput, and SST::Output::STDOUT.

Member Function Documentation

performPartition()

void SSTLinearPartition::performPartition ( PartitionGraph *  graph )

overridevirtual

Performs a partition of an SST simulation configuration.

Parameters

graph

The simulation configuration to partition

Reimplemented from SST::Partition::SSTPartitioner.

References SST::SparseVectorMap< keyT, classT >::begin(), SST::SparseVectorMap< keyT, classT >::end(), and partOutput.

requiresConfigGraph()

bool SST::IMPL::Partition::SSTLinearPartition::requiresConfigGraph ( )

inlineoverridevirtual

Reimplemented from SST::Partition::SSTPartitioner.

spawnOnAllRanks()

bool SST::IMPL::Partition::SSTLinearPartition::spawnOnAllRanks ( )

inlineoverridevirtual

Reimplemented from SST::Partition::SSTPartitioner.

Field Documentation

partOutput

SST_ELI_REGISTER_PARTITIONER ( SSTLinearPartition, "sst", "linear", SST_ELI_ELEMENT_VERSION(1,0,0), "Partitions components by dividing Component ID space into roughly equal portions. " "Components with sequential IDs will be placed close together.") protected Output* SST::IMPL::Partition::SSTLinearPartition::partOutput

Number of ranks in the simulation.

Output object to print partitioning information

Referenced by performPartition(), and SSTLinearPartition().

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

• src/sst/core/impl/partitioners/linpart.h
• src/sst/core/impl/partitioners/linpart.cc