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Solving Linear Systems on Randomly generated linear system Problem 3 (a_ii = (-1)^i * n, a_ij = j, b_i = i) 1
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40
Iteration Count
Gauss-Sedel-SR
-131.24
1,024.63
2,180.5
3,336.37
Apr 8, 2013
Iteration Count
Generation Count
Updated 1mo ago
Evaluation Results
Method
Method
Links
Iteration Count
Generation Count
Gauss-Sedel-SR
Relaxation factor (ome...
2013.04
40
-
Jacobi-SR
Relaxation factor (ome...
2013.04
59
-
Gauss-Sedel-SR
Relaxation factor (ome...
2013.04
102
-
Jacobi-SR
Relaxation factor (ome...
2013.04
104
-
Gauss-Sedel-SR
Relaxation factor (ome...
2013.04
104
-
Jacobi-SR
Relaxation factor (ome...
2013.04
121
-
Jacobi-SR
Relaxation factor (ome...
2013.04
348
-
Gauss-Sedel-SR
Relaxation factor (ome...
2013.04
348
-
Gauss-Sedel-SR
Relaxation factor (ome...
2013.04
425
-
Jacobi-SR
Relaxation factor (ome...
2013.04
490
-
Gauss-Sedel-SR
Relaxation factor (ome...
2013.04
4,123
-
Jacobi-SR
Relaxation factor (ome...
2013.04
4,321
-
JBUA
omega1=0.01, omega2=1....
2013.04
-
17
JBUA
omega1=0.1, omega2=1.9...
2013.04
-
18
JBUA
omega1=0.2, omega2=0.9...
2013.04
-
17
JBUA
omega1=0.01, omega2=1....
2013.04
-
21
JBUA
omega1=0.3, omega2=1.4...
2013.04
-
19
JBUA
omega1=0.01, omega2=1....
2013.04
-
18
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