A Second Order Smoothing Penalty Function Algorithm for Constrained Optimization Problems

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Darpan Sood , Dr. Amanpreet Singh, Dr. Rama, Dr. Amrit Pal Singh


The current paper introduces a second order smoothing technique for classical exact penalty function in constrained optimization problems. Error calculations for optimum solution values for non-smoothed, smoothed penalty problem and for the original problem have been discussed in the paper. An algorithmic procedure for obtaining the solution is demonstrated and convergence is discussed.

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