Amesos2_TypeDecl.hpp File Reference

Enum and other types declarations for Amesos2. More...

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Classes
struct	Amesos2::has_special_impl
	Indicates that the concrete class has a special implementation that should be called. More...
struct	Amesos2::no_special_impl
	Indicates that the concrete class can use the generic getC{c|r}s methods implemented in MatrixAdapter. More...
struct	Amesos2::row_access
	Indicates that the object of an adapter provides row access to its data. More...
struct	Amesos2::col_access
	Indicates that the object of an adapter provides column access to its data. More...

Enumerations
enum	Amesos2::EPhase {   CLEAN ,   PREORDERING ,   SYMBFACT ,   NUMFACT ,   SOLVE }
	Used to indicate a phase in the direct solution.
enum	Amesos2::EDistribution {   Amesos2::DISTRIBUTED ,   Amesos2::DISTRIBUTED_NO_OVERLAP ,   Amesos2::GLOBALLY_REPLICATED ,   Amesos2::ROOTED ,   Amesos2::CONTIGUOUS_AND_ROOTED }
enum	Amesos2::EStorage_Ordering {   Amesos2::SORTED_INDICES ,   Amesos2::ARBITRARY }

Detailed Description

Enum and other types declarations for Amesos2.

Author

Eric Bavier etbav.nosp@m.ie@s.nosp@m.andia.nosp@m..gov

Date

Mon Jul 18 11:57:14 2011

Enumeration Type Documentation

EDistribution

enum Amesos2::EDistribution

An enum of this type is expected by the Matrix adapters' getCrs and getCcs functions to describe the layout of the representation on the calling processors.

Enumerator
DISTRIBUTED	no processor has a view of the entire matrix, only local pieces
DISTRIBUTED_NO_OVERLAP	no row or column may be present on more than one processor
GLOBALLY_REPLICATED	each processor has a view of the entire matrix
ROOTED	only rank=0 has a full view, all others have nothing.
CONTIGUOUS_AND_ROOTED	the global GIDs of the map are not contiguous

EStorage_Ordering

enum Amesos2::EStorage_Ordering

This enum also used by the matrix adapters to indicate whether the indices of the representation must be in sorted order or can have an arbitrary order.

Enumerator
SORTED_INDICES	row/col indices need to appear in sorted order
ARBITRARY	index order can be arbitrary