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Solving Linear Systems on Randomly generated linear system Problem 4 (a_ii = -n, a_ij = +/- 4j, b_i = 2n) 1
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133
Iterations
Jacobi-SR
-861.68
5,852.41
12,566.5
19,280.59
Apr 8, 2013
Iterations
Generations
Updated 1mo ago
Evaluation Results
Method
Method
Links
Iterations
Generations
Jacobi-SR
Relaxation factor (ome...
2013.04
133
-
Jacobi-SR
Relaxation factor (ome...
2013.04
165
-
Gauss-Sedel-SR
Relaxation factor (ome...
2013.04
175
-
Jacobi-SR
Relaxation factor (ome...
2013.04
1,264
-
Jacobi-SR
Relaxation factor (ome...
2013.04
14,900
-
Gauss-Sedel-SR
Relaxation factor (ome...
2013.04
15,000
-
Jacobi-SR
Relaxation factor (ome...
2013.04
17,000
-
Gauss-Sedel-SR
Relaxation factor (ome...
2013.04
17,500
-
Gauss-Sedel-SR
Relaxation factor (ome...
2013.04
20,000
-
Gauss-Sedel-SR
Relaxation factor (ome...
2013.04
25,000
-
JBUA
omega1=0.01, omega2=1....
2013.04
-
38
JBUA
omega1=0.1, omega2=0.5...
2013.04
-
37
JBUA
omega1=0.2, omega2=1.2...
2013.04
-
36
JBUA
omega1=0.01, omega2=1....
2013.04
-
37
JBUA
omega1=0.3, omega2=1.4...
2013.04
-
40
JBUA
omega1=1.0, omega2=1.5...
2013.04
-
36
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