源于自由边值离散的弱非线性互补问题的m+1阶收敛性算法
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谢亚君,马昌凤
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Algorithm with Order m + 1 Convergence for Weakly Nonlinear Complementarity Problems Derived From the Discretization of Free Boundary Problems
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Yajun Xie,Changfeng Ma
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表 3 例4.2的数值结果, f(x, y, t) = t2
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| 初始点 | | z(1)0 | z(1)0 | z(2)0 | z(2)0 | | 算法 | | n=225 | n=961 | n=2209 | n=3969 | | FBSN | It | 151 | 151 | 151 | 151 | | CPU | 4.7936 | 29.2284 | 254.8708 | 1458.9 | | RES | 8.2364e-002 | 8.3124e-002 | 8.342e-002 | 8.333e-002 | | MMSA | It | 104 | 393 | 853 | 401 | | CPU | 0.0326 | 2.3810 | 26.8192 | 40.3858 | | RES | 8.7282e-013 | 9.9680e-013 | 9.7832e-013 | 9.8603e-013 | | HONM | It | 9 | 9 | 2 | 2 | | CPU | 0.0617 | 2.1585 | 3.3131 | 16.6964 | | RES | 0 | 0 | 0 | 0 |
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