linear Directory Reference

Directory dependency graph for linear:

Files
file	blacklist.hh [code]
	Expresses which degrees of freedom are blacklisted for the parallel linear solvers and which domestic indices they correspond to.
file	domesticoverlapfrombcrsmatrix.hh [code]
	This class creates and manages the foreign overlap given an initial list of border indices and a BCRS matrix.
file	elementborderlistfromgrid.hh [code]
	Uses communication on the grid to find the initial seed list of indices for methods which use element-based degrees of freedom.
file	foreignoverlapfrombcrsmatrix.hh [code]
	This class creates and manages the foreign overlap given an initial list of border indices and a BCRS matrix.
file	globalindices.hh [code]
	This class maps domestic row indices to and from "global" indices which is used to construct an algebraic overlap for the parallel linear solvers.
file	nullborderlistmanager.hh [code]
	This is a grid manager which does not create any border list.
file	overlappingbcrsmatrix.hh [code]
	An overlap aware block-compressed row storage (BCRS) matrix.
file	overlappingblockvector.hh [code]
	An overlap aware block vector.
file	overlappingoperator.hh [code]
	An overlap aware linear operator usable by ISTL.
file	overlappingpreconditioner.hh [code]
	An overlap aware preconditioner for any ISTL linear solver.
file	overlappingscalarproduct.hh [code]
	An overlap aware ISTL scalar product.
file	overlaptypes.hh [code]
	This files provides several data structures for storing tuples of indices of remote and/or local processes.
file	parallelamgbackend.hh [code]
	Provides a linear solver backend using the parallel algebraic multi-grid (AMG) linear solver from DUNE-ISTL.
file	paralleliterativebackend.hh [code]
	Implements a generic linear solver abstraction.
file	solverpreconditioner.hh [code]
	An ISTL preconditioner that solves the linear system of equations locally on each rank.
file	superlubackend.hh [code]
file	vertexborderlistfromgrid.hh [code]
	Uses communication on the grid to find the initial seed list of indices.