Pages that link to "Item:Q1396825"
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The following pages link to A nonlinear programming algorithm based on non-coercive penalty functions (Q1396825):
Displaying 20 items.
- On the convergence of a smooth penalty algorithm without computing global solutions (Q411033) (← links)
- Dual convergence for penalty algorithms in convex programming (Q430935) (← links)
- A filter-based artificial fish swarm algorithm for constrained global optimization: theoretical and practical issues (Q486394) (← links)
- Penalty and barrier methods for convex semidefinite programming (Q883081) (← links)
- On smoothing exact penalty functions for nonlinear constrained optimization problems (Q1032012) (← links)
- On a Lagrangian penalty function method for nonlinear programming problems (Q1186086) (← links)
- On a smoothed penalty-based algorithm for global optimization (Q1683321) (← links)
- Global convergence of a class of smooth penalty methods for semi-infinite programming (Q1937778) (← links)
- Smoothing approximation to \(l_1\) exact penalty function for inequality constrained optimization (Q2018997) (← links)
- An artificial fish swarm algorithm based hyperbolic augmented Lagrangian method (Q2349679) (← links)
- A new class of exact penalty functions and penalty algorithms (Q2442639) (← links)
- Numerical comparison of augmented Lagrangian algorithms for nonconvex problems (Q2487472) (← links)
- Smoothed penalty algorithms for optimization of nonlinear models (Q2643624) (← links)
- Two Classes of Smooth Objective Penalty Functions for Constrained Problems (Q4634139) (← links)
- A smoothed penalty iteration for state constrained optimal control problems for partial differential equations (Q4916326) (← links)
- Global convergence and finite termination of a class of smooth penalty function algorithms (Q4924100) (← links)
- Constrained Consensus-Based Optimization (Q5883321) (← links)
- Global convergence of a class new smooth penalty algorithm for constrained optimization problem (Q6093365) (← links)
- IFORS' Operational Research Hall of Fame: Clóvis Caesar Gonzaga (Q6195051) (← links)
- Dislocation hyperbolic kernel function (Q6620698) (← links)
