Research Article
Improved Qrginv Algorithm for Computing Moore-Penrose Inverse Matrices
Table 11
Error and computational time results for
magic (rank = 3, cond =
).
|
Method | Method | Time | | | | |
| WELL1033_Z | qrginv | 0.6277 | | | | | IMqrginv | 0.3300 | | | | |
| WELL1850_Z | qrginv | 3.8271 | | | | | IMqrginv | 1.7559 | | | | |
| ILCC1033_Z | qrginv | 0.6119 | | | | | IMqrginv | 0.3786 | | | | |
| ILCC1850_Z | qrginv | 3.9197 | | | | | IMqrginv | 1.6791 | | | | |
| WATT1_Z | qrginv | 10.5110 | | | 6.1068 | | IMqrginv | 3.1018 | | | 6.1068 | |
| GR-30-30_Z | qrginv | 3.1095 | | | | | IMqrginv | 1.6834 | | | | |
| ADD20_Z | qrginv | 60.9176 | | | | | IMqrginv | 59.0933 | | | | |
| NOS3_Z | qrginv | 4.3836 | | | | | IMqrginv | 3.0214 | | | | |
| SHERMAN1_Z | qrginv | 4.3150 | | | | | IMqrginv | 1.3069 | | | | |
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