Journal of Inequalities and Applications

Table 7 Numerical results for Example 4.3 with \(x^{0}=(0,0)\)

From: Smoothing approximation to the lower order exact penalty function for inequality constrained optimization

j	\(x^{j+1}\)	\(q_{j}\)	\(\epsilon_{j}\)	\(f_{1}(x^{j+1})\)	\(f_{2}(x^{j+1})\)	\(f_{0}(x^{j+1})\)
0	(2.329795,3.133729)	5	10⁻²	−0.047009	−0.043471	−5.463524
1	(2.329238,3.173320)	10	10⁻⁴	−0.002868	−0.006501	−5.502557
2	(2.329452,3.177637)	20	10⁻⁶	−0.000302	−0.001176	−5.507089
3	(2.329626,3.177558)	40	10⁻⁸	−0.001802	−0.000436	−5.507185

Back to article page