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- Give number of solution points:
- [5x5] A before LU-fact. $
- (1,1)=-2.000000e+00 (1,2)= 1.000000e+00 (1,3)= 0.000000e+00
- (1,4)= 0.000000e+00 (1,5)= 0.000000e+00
- (2,1)= 1.000000e+00 (2,2)=-2.000000e+00 (2,3)= 1.000000e+00
- (2,4)= 0.000000e+00 (2,5)= 0.000000e+00
- (3,1)= 0.000000e+00 (3,2)= 1.000000e+00 (3,3)=-2.000000e+00
- (3,4)= 1.000000e+00 (3,5)= 0.000000e+00
- (4,1)= 0.000000e+00 (4,2)= 0.000000e+00 (4,3)= 1.000000e+00
- (4,4)=-2.000000e+00 (4,5)= 1.000000e+00
- (5,1)= 0.000000e+00 (5,2)= 0.000000e+00 (5,3)= 0.000000e+00
- (5,4)= 1.000000e+00 (5,5)=-2.000000e+00
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- [5] right hand side $
- (1)=-2.777778e-02 (2)=-2.777778e-02 (3)=-2.777778e-02
- (4)=-2.777778e-02 (5)=-1.027778e+00
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- Matrix A after LU-factorization:
- [5x5] A after LU-fact. $
- (1,1)=-2.000000e+00 (1,2)= 1.000000e+00 (1,3)= 0.000000e+00
- (1,4)= 0.000000e+00 (1,5)= 0.000000e+00
- (2,1)=-5.000000e-01 (2,2)=-1.500000e+00 (2,3)= 1.000000e+00
- (2,4)= 0.000000e+00 (2,5)= 0.000000e+00
- (3,1)=-0.000000e+00 (3,2)=-6.666667e-01 (3,3)=-1.333333e+00
- (3,4)= 1.000000e+00 (3,5)= 0.000000e+00
- (4,1)=-0.000000e+00 (4,2)=-0.000000e+00 (4,3)=-7.500000e-01
- (4,4)=-1.250000e+00 (4,5)= 1.000000e+00
- (5,1)=-0.000000e+00 (5,2)=-0.000000e+00 (5,3)=-0.000000e+00
- (5,4)=-8.000000e-01 (5,5)=-1.200000e+00
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- x numerical exact:
- 0.167 0.23611 0.23611
- 0.333 0.44444 0.44444
- 0.500 0.62500 0.62500
- 0.667 0.77778 0.77778
- 0.833 0.90278 0.90278
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