Test MatGetInfo
Process   0: 24 33 9 2 0
Process   1: 24 33 9 1 0
Process   2: 24 33 9 1 0
GlobalMax  : 24 33 9 2 0
GlobalSum  : 72 99 27 1 0
Test MatView
Mat Object: 3 MPI processes
  type: is
  Mat Object: (is_) 1 MPI processes
    type: seqsbaij
row 0: (0, 2.)  (1, -1.)  (11, -1.) 
row 1: (1, 4.)  (2, -2.) 
row 2: (2, 6.)  (3, -3.) 
row 3: (3, 8.)  (4, -4.) 
row 4: (4, 10.)  (5, -5.) 
row 5: (5, 12.)  (6, -6.) 
row 6: (6, 14.)  (7, -7.) 
row 7: (7, 16.)  (8, -8.) 
row 8: (8, 18.)  (9, -9.) 
row 9: (9, 20.)  (10, -10.) 
row 10: (10, 22.)  (11, -11.) 
row 11: (11, 24.) 
  Mat Object: (is_) 1 MPI processes
    type: seqsbaij
row 0: (0, 2.)  (1, -1.)  (11, -1.) 
row 1: (1, 4.)  (2, -2.) 
row 2: (2, 6.)  (3, -3.) 
row 3: (3, 8.)  (4, -4.) 
row 4: (4, 10.)  (5, -5.) 
row 5: (5, 12.)  (6, -6.) 
row 6: (6, 14.)  (7, -7.) 
row 7: (7, 16.)  (8, -8.) 
row 8: (8, 18.)  (9, -9.) 
row 9: (9, 20.)  (10, -10.) 
row 10: (10, 22.)  (11, -11.) 
row 11: (11, 24.) 
  Mat Object: (is_) 1 MPI processes
    type: seqsbaij
row 0: (0, 2.)  (1, -1.)  (11, -1.) 
row 1: (1, 4.)  (2, -2.) 
row 2: (2, 6.)  (3, -3.) 
row 3: (3, 8.)  (4, -4.) 
row 4: (4, 10.)  (5, -5.) 
row 5: (5, 12.)  (6, -6.) 
row 6: (6, 14.)  (7, -7.) 
row 7: (7, 16.)  (8, -8.) 
row 8: (8, 18.)  (9, -9.) 
row 9: (9, 20.)  (10, -10.) 
row 10: (10, 22.)  (11, -11.) 
row 11: (11, 24.) 
Test CheckMat
Test MatDuplicate and MatAXPY
Test MatConvert_IS_XAIJ
Test MatConvert_XAIJ_IS
Test MatDiagonalScale
Test MatGetLocalSubMatrix
Test MatConvert_Nest_IS
Test MatCreateSubMatrix
Test MatDiagonalSet
Test MatShift
IS Object: 3 MPI processes
  type: stride
[0] Number of indices in (stride) set 5
[0] 0 6
[0] 1 7
[0] 2 8
[0] 3 9
[0] 4 10
[1] Number of indices in (stride) set 0
[2] Number of indices in (stride) set 0
Skipping MatZeroRows (diag nonzero)
Test MatMissingDiagonal
[0] [0,4) Missing 0, row -1 (diag nonzero)
[1] [4,8) Missing 0, row -1 (diag nonzero)
[2] [8,12) Missing 0, row -1 (diag nonzero)
IS Object: 3 MPI processes
  type: stride
[0] Number of indices in (stride) set 5
[0] 0 6
[0] 1 7
[0] 2 8
[0] 3 9
[0] 4 10
[1] Number of indices in (stride) set 0
[2] Number of indices in (stride) set 0
Skipping MatZeroRows (diag zero)
Test MatMissingDiagonal
[0] [0,4) Missing 0, row -1 (diag zero)
[1] [4,8) Missing 0, row -1 (diag zero)
[2] [8,12) Missing 0, row -1 (diag zero)
Test MatTranspose
Test MatInvertBlockDiagonal blockdiag 12 0 0 1
Test MatInvertBlockDiagonal blockdiag 12 0 0 2
Test MatInvertBlockDiagonal blockdiag 12 0 0 3
Test MatInvertBlockDiagonal blockdiag 12 0 1 1
Test MatInvertBlockDiagonal blockdiag 12 0 1 2
Test MatInvertBlockDiagonal blockdiag 12 0 1 3
Test MatInvertBlockDiagonal blockdiag 12 0 2 1
Test MatInvertBlockDiagonal blockdiag 12 0 2 2
Test MatInvertBlockDiagonal blockdiag 12 0 2 3
Test MatInvertBlockDiagonal blockdiag 12 1 0 1
Test MatInvertBlockDiagonal blockdiag 12 1 0 2
Test MatInvertBlockDiagonal blockdiag 12 1 0 3
Test MatInvertBlockDiagonal blockdiag 12 1 1 1
Test MatInvertBlockDiagonal blockdiag 12 1 1 2
Test MatInvertBlockDiagonal blockdiag 12 1 1 3
Test MatInvertBlockDiagonal blockdiag 12 1 2 1
Test MatInvertBlockDiagonal blockdiag 12 1 2 2
Test MatInvertBlockDiagonal blockdiag 12 1 2 3
Test MatInvertBlockDiagonal blockdiag 12 2 0 1
Test MatInvertBlockDiagonal blockdiag 12 2 0 2
Test MatInvertBlockDiagonal blockdiag 12 2 0 3
Test MatInvertBlockDiagonal blockdiag 12 2 1 1
Test MatInvertBlockDiagonal blockdiag 12 2 1 2
Test MatInvertBlockDiagonal blockdiag 12 2 1 3
Test MatInvertBlockDiagonal blockdiag 12 2 2 1
Test MatInvertBlockDiagonal blockdiag 12 2 2 2
Test MatInvertBlockDiagonal blockdiag 12 2 2 3