26 results on '"Descent (mathematics)"'
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2. Treatment of set order relations by means of a nonlinear scalarization functional: a full characterization
3. Sequential threshold control in descent splitting methods for decomposable optimization problems
4. Bregman iterative algorithms for 2D geosounding inversion
5. A note on D-gap functions for equilibrium problems
6. Globally convergent algorithms for solving unconstrained optimization problems
7. Algorithms for quasiconvex minimization
8. A quasisecant method for minimizing nonsmooth functions
9. A new solution method for equilibrium problems
10. An iterative method for parameter identification and shape reconstruction
11. An improved contraction method for structured monotone variational inequalities
12. A descent method for structured monotone variational inequalities
13. Optimality conditions in terms of upper and lower exhausters
14. Optimizing Prices and Signal Controls in an Urban Transport Network: Allowing for Users' Behaviors
15. Optimal Choice of Descent Steps in Gradient-Type Methods When Applied to Combined Parameter and Function or Multi-Function Estimation
16. Global convergence of a multidirectional algorithm for unconstrained optimal control problems
17. Optimal control data assimilation with an atmospheric model
18. Global method for monotone variational inequality probelms on polyhedral sets
19. A New Algorithm To Solve Calculus Of Variations Problems Using Wolfe's Convergence Theory Part II Implementation
20. Critical stationary points and descent from saddlepoints in constrained optimization via implicit automatic differentiation
21. An optimality test for semi-infinite linear programming
22. A class of descent algorithms for nonlinear function minimization with linear equality constraints
23. Optimal step sizes in semi-stochastic approximation procedures. II
24. Randomized search directions in descent methods for minimizing certain quasidifferentiable functions
25. Some remarks on the numerical solution of bang-bang type optimal control problems
26. Verfahren der zulässigen riehtungeh unter rexmtzung reduzierter gradienten für niehtllneare optimierungsprobleme
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