Solve for the global vector that is mapped to a given local vector by DMGlobalToLocalBegin()/DMGlobalToLocalEnd() with mode = INSERT_VALUES. It is assumed that the sum of all the local vector sizes is greater than or equal to the global vector size, so the solution is a least-squares solution. It is also assumed that DMLocalToGlobalBegin()/DMLocalToGlobalEnd() with mode = ADD_VALUES is the adjoint of the global-to-local map, so that the least-squares solution may be found by the normal equations.
PetscErrorCode DMGlobalToLocalSolve(DM dm, Vec x, Vec y)
|dm ||- The DM object
|x ||- The local vector
|y ||- The global vector: the input value of globalVec is used as an initial guess
|y ||- The least-squares solution
Note: If the DM is of type DMPLEX, then y is the solution of L' * D * L * y = L' * D * x, where D is a diagonal mask that is 1 for every point in
the union of the closures of the local cells and 0 otherwise. This difference is only relevant if there are anchor points that are not in the
closure of any local cell (see DMPlexGetAnchors()/DMPlexSetAnchors()).
DMGlobalToLocalBegin(), DMGlobalToLocalEnd(), DMLocalToGlobalBegin(), DMLocalToGlobalEnd(), DMPlexGetAnchors(), DMPlexSetAnchors()
Index of all KSP routines
Table of Contents for all manual pages
Index of all manual pages