GLOBALLY CONVERGENT NEWTON METHODS FOR CONSTRAINED OPTIMIZATION USING DIFFERENTIABLE EXACT PENALTY FUNCTIONS.

Mathematics

• Exact Penalty Function 100%
• Constrained Optimization 82%
• Inequality Constraints 75%
• Newton Methods 69%
• Differentiable 61%
• Necessary Conditions of Optimality 45%
• Superlinear Convergence 43%
• Equality Constraints 40%
• Quadratic Programming 39%
• Penalty Function 39%
• Local Minima 39%
• Necessity 37%
• Convergence Rate 30%
• Interaction 26%
• Optimization Problem 26%

Engineering & Materials Science

• Quadratic programming 81%
• Newton-Raphson method 80%
• Constrained optimization 79%