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Table 3 Numerical results for Example 4.1 with \(x^{0}=(2,2,2,0.5)\)

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

j \(x^{j+1}\) \(q_{j}\) \(\epsilon_{j}\) \(f_{1}(x^{j+1})\) \(f_{2}(x^{j+1})\) \(f_{3}(x^{j+1})\) \(f_{0}(x^{j+1})\)
0 (0.169691,0.835633,2.008294,−0.965080) 1 0.01 −9.502279 −8.676796 −1.883249 −44.231403