Research Article
The Iterative Method for Generalized Equilibrium Problems and a Finite Family of Lipschitzian Mappings in Hilbert Spaces
Table 1
The values of all sequences for the iterative method (
51).
| | | | | |
| | 1 | 0.226562 | 0.192633 | 0.205356 | 1.000000 | | 2 | 0.021764 | −0.002027 | 0.007123 | 0.175224 | | 3 | −0.007967 | −0.030669 | −0.021841 | 0.058556 | | 4 | −0.017253 | −0.039651 | −0.030887 | 0.022469 | | 5 | −0.020720 | −0.042995 | −0.034244 | 0.009040 | | | | | | | 100 | −0.022991 | −0.044964 | −0.036184 | −0.000031 | | | | | | | 196 | −0.022985 | −0.044950 | −0.036168 | −0.000016 | | 197 | −0.022985 | −0.044949 | −0.036168 | −0.000016 | | 198 | −0.022985 | −0.044949 | −0.036168 | −0.000015 | | 199 | −0.022985 | −0.044949 | −0.036168 | −0.000015 | | 200 | −0.022985 | −0.044949 | −0.036168 | −0.000015 |
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