nag_sparse_real_gen_precon_bdilu (f11dfc) Example Program Results
Original Matrix
n = 9
nnz = 33
nb = 3
Block = 1, order = 6, start row = 1
Block = 2, order = 9, start row = 1
Block = 3, order = 6, start row = 4
Factorization
nnzc = 73
Elements of factorization
i j c(i,j) Index
C_1 --------------------------------
1 1 1.56250e-02 34
1 2 -3.12500e-01 35
1 4 -3.12500e-01 36
2 1 -1.87500e-01 37
2 2 1.65975e-02 38
2 3 -3.31950e-01 39
2 5 -3.31950e-01 40
3 2 -1.99170e-01 41
3 3 1.66621e-02 42
3 6 -3.33241e-01 43
4 1 -1.87500e-01 44
4 4 1.65975e-02 45
4 5 -3.31950e-01 46
5 2 -1.99170e-01 47
5 4 -1.99170e-01 48
5 5 1.78466e-02 49
5 6 -3.56931e-01 50
6 3 -1.99945e-01 51
6 5 -2.14159e-01 52
6 6 1.79475e-02 53
C_2 --------------------------------
1 1 1.56250e-02 54
1 2 -3.12500e-01 55
1 4 -1.87500e-01 56
1 5 -3.12500e-01 57
2 1 -1.87500e-01 58
2 2 1.65975e-02 59
2 3 -3.31950e-01 60
2 6 -1.99170e-01 61
2 7 -3.31950e-01 62
3 2 -1.99170e-01 63
3 3 1.66621e-02 64
3 8 -1.99945e-01 65
3 9 -3.33241e-01 66
4 1 -3.12500e-01 67
4 4 1.65975e-02 68
4 6 -3.31950e-01 69
5 1 -1.87500e-01 70
5 5 1.65975e-02 71
5 7 -3.31950e-01 72
6 2 -3.31950e-01 73
6 4 -1.99170e-01 74
6 6 1.78466e-02 75
6 8 -3.56931e-01 76
7 2 -1.99170e-01 77
7 5 -1.99170e-01 78
7 7 1.78466e-02 79
7 9 -3.56931e-01 80
8 3 -3.33241e-01 81
8 6 -2.14159e-01 82
8 8 1.79475e-02 83
9 3 -1.99945e-01 84
9 7 -2.14159e-01 85
9 9 1.79475e-02 86
C_3 --------------------------------
1 1 1.56250e-02 87
1 2 -3.12500e-01 88
1 4 -1.87500e-01 89
2 1 -1.87500e-01 90
2 2 1.65975e-02 91
2 3 -3.31950e-01 92
2 5 -1.99170e-01 93
3 2 -1.99170e-01 94
3 3 1.66621e-02 95
3 6 -1.99945e-01 96
4 1 -3.12500e-01 97
4 4 1.65975e-02 98
4 5 -3.31950e-01 99
5 2 -3.31950e-01 100
5 4 -1.99170e-01 101
5 5 1.78466e-02 102
5 6 -3.56931e-01 103
6 3 -3.33241e-01 104
6 5 -2.14159e-01 105
6 6 1.79475e-02 106
Details of factorized blocks
k i istr(i) idiag(i) indb(i)
1 1 34 34 1
2 37 38 2
3 41 42 3
4 44 45 4
5 47 49 5
6 51 53 6
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2 7 54 54 4
8 58 59 5
9 63 64 6
10 67 68 1
11 70 71 7
12 73 75 2
13 77 79 8
14 81 83 3
15 84 86 9
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3 16 87 87 7
17 90 91 8
18 94 95 9
19 97 98 4
20 100 102 5
21 104 106 6
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