Table 4 \(\rho (G^{-1}F)\), \(\rho (\widetilde{G}^{-1}\widetilde{F})\), and \(\rho (\hat{G}^{-1}\hat{F})\) with \(\alpha =0.2\) and \(\omega_{i}=0.7\) for Example 2
From: On the preconditioned GAOR method for a linear complementarity problem with an M-matrix
n | I | P̃ | P̂ |
|---|---|---|---|
5 | 0.37475 | 0.37400 | 0.37398 |
10 | 0.49391 | 0.49285 | 0.49284 |
15 | 0.62177 | 0.62063 | 0.62062 |
20 | 0.75501 | 0.75386 | 0.75385 |