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In the elimination of a level we may allow for a certain
amount of fill-in. Without any fill-in or with fill-in only
on the diagonal, the original sparsity structure of the matrix
is preserved; with other fill strategies the matrix
on subsequent levels may become more and more dense.
These are the fill strategies defined:
- AMLFillNone
- no fill-in, this results in an SSOR type
factorisation. Basically, the factorisation is only concerned
with identifying the level sets.
- AMLFillDiag
- allow fill-in on the diagonal.
This gives an ILU(0)-type factorisation.
- AMLFillStrong
- allow large fill-in elements. This is in effect
a drop tolerance method. The tolerance is out of user control
for the time being.
- AMLFillFull
- we accept the full fill matrix.
Victor Eijkhout
7/27/1998