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Start Over You searched for: Topic algorithms Remove constraint Topic: algorithms Topic mathematics Remove constraint Topic: mathematics Journal siam journal on optimization Remove constraint Journal: siam journal on optimization Publisher society for industrial & applied mathematics Remove constraint Publisher: society for industrial & applied mathematics
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1. A NEWTON-CG BASED AUGMENTED LAGRANGIAN METHOD FOR FINDING A SECOND-ORDER STATIONARY POINT OF NONCONVEX EQUALITY CONSTRAINED OPTIMIZATION WITH COMPLEXITY GUARANTEES.

2. FAST MULTIPLE-SPLITTING ALGORITHMS FOR CONVEX OPTIMIZATION.

3. MESH ADAPTIVE DIRECT SEARCH ALGORITHMS FOR CONSTRAINED OPTIMIZATION.

4. ERROR BOUNDS AND LIMITING BEHAVIOR OF WEIGHTED PATHS ASSOCIATED WITH THE SDP MAP X1/2SX1/2.

5. A NEW ITERATION-COMPLEXITY BOUND FOR THE MTY PREDICTOR-CORRECTOR ALGORITHM.

6. ANALYSIS OF GENERALIZED PATTERN SEARCHES.

7. CONVERGENCE OF THE RESTRICTED NELDER-MEAD ALGORITHM IN TWO DIMENSIONS.

8. A SEQUENTIAL ASCENDING PARAMETER METHOD FOR SOLVING CONSTRAINED MINIMIZATION PROBLEMS.

9. FIXED POINTS OF AVERAGES OF RESOLVENTS: GEOMETRY AND ALGORITHMS.

10. NONCONVEX GAMES WITH SIDE CONSTRAINTS.

11. BIQUADRATIC OPTIMIZATION OVER UNIT SPHERES AND SEMIDEFINITE PROGRAMMING RELAXATIONS.

12. A DERIVATIVE-FREE ALGORITHM FOR LINEARLY CONSTRAINED FINITE MINIMAX PROBLEMS.

13. Global Search Based on Efficient Diagonal Partitions and a Set of Lipschitz Constants.

14. An Algorithm for Degenerate Nonlinear Programming with Rapid Local Convergence.

15. ON STEEPEST DESCENT ALGORITHMS FOR DISCRETE CONVEX FUNCTIONS.

16. ON NUMERICAL SOLUTION OF THE MAXIMUM VOLUME ELLIPSOID PROBLEM.

17. A FEASIBLE SEQUENTIAL LINEAR EQUATION METHOD FOR INEQUALITY CONSTRAINED OPTIMIZATION.

18. A VARIANT OF THE VAVASIS --YE LAYERED-STEP INTERIOR-POINT ALGORITHM FOR LINEAR PROGRAMMING.

19. AUGMENTED LAGRANGIANS WITH ADAPTIVE PRECISION CONTROL FOR QUADRATIC PROGRAMMING WITH SIMPLE BOUNDS AND EQUALITY CONSTRAINTS.

20. INEXACT VARIANTS OF THE PROXIMAL POINT ALGORITHM WITHOUT MONOTONICITY.

21. STRONG CONVERGENCE OF A PROXIMAL-TYPE ALGORITHM IN A BANACH SPACE.