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mld_mat.mtx ! This matrix (and others) from: http://math.nist.gov/MatrixMarket/ or
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mld_rhs.mtx ! rhs | http://www.cise.ufl.edu/research/sparse/matrices/index.html
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NONE ! Initial guess
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NONE !mld_sol.mtx ! Reference solution
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MM ! File format: MatrixMarket or Harwell-Boeing
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CSR ! Storage format: CSR COO JAD
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GRAPH ! PART (partition method): BLOCK GRAPH
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BICGSTAB ! Iterative method: BiCGSTAB BiCGSTABL BiCG CG CGS FCG GCR RGMRES
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2 ! ISTOPC
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00500 ! ITMAX
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1 ! ITRACE
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30 ! IRST (restart for RGMRES and BiCGSTABL)
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1.d-6 ! EPS
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ML-VCYCLE-FBGS-R-UMF ! Longer descriptive name for preconditioner (up to 20 chars)
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ML ! Preconditioner type: NONE JACOBI BJAC AS ML
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1 ! Number of sweeps for 1-level, outer sweeps for ML; lines below ignored for non-ML
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WCYCLE ! Type of multilevel CYCLE: VCYCLE WCYCLE KCYCLE MULT ADD
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-3 ! Max Number of levels in a multilevel preconditioner; if <0, lib default
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-3 ! Target coarse matrix size; if <0, lib default
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SMOOTHED ! Type of aggregation: SMOOTHED UNSMOOTHED
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SYMDEC ! Parallel aggregation: DEC, SYMDEC
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NATURAL ! Ordering of aggregation NATURAL DEGREE
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NOFILTER ! Filtering of matrix ? FILTER NOFILTER
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-1.5 ! Coarsening ratio, if < 0 use library default
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2 ! Number of thresholds in vector, next line ignored if <= 0
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0.05 0.025 ! Thresholds
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0.0100d0 ! Smoothed aggregation threshold: >= 0.0
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BJAC ! Smoother type JACOBI GS BGS BJAC AS; ignored for non-ML
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1 ! Number of sweeps for (pre) smoother
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0 ! Number of overlap layers for AS preconditioner
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HALO ! AS restriction operator: NONE HALO
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NONE ! AS prolongation operator: NONE SUM AVG
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ILU ! Subdomain solver: JACOBI BS BGS ILU ILUT MILU MUMPS SLU UMF
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0 ! Fill level P for ILU(P) and ILU(T,P)
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1.d-4 ! Threshold T for ILU(T,P)
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NONE ! Second (post) smoother, ignored if NONE
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1 ! Number of sweeps for (post) smoother
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0 ! Number of overlap layers for AS preconditioner
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HALO ! AS restriction operator: NONE HALO
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NONE ! AS prolongation operator: NONE SUM AVG
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JACOBI ! Subdomain solver: JACOBI BS BGS ILU ILUT MILU MUMPS SLU UMF
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0 ! Fill level P for ILU(P) and ILU(T,P)
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1.d-4 ! Threshold T for ILU(T,P)
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DEFLT ! Coarsest-level solver: MUMPS UMF SLU SLUDIST JACOBI GS BJAC
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ILU ! Coarsest-level subsolver: ILU UMF SLU MUMPS SLUDIST
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DIST ! Coarsest-level matrix distribution: DIST REPL
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1 ! Coarsest-level fillin P for ILU(P) and ILU(T,P)
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1.d-4 ! Coarsest-level threshold T for ILU(T,P)
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1 ! Number of Jacobi sweeps for JACOBI/GS/BJAC coarsest-level solver
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