Pages that link to "Item:Q2116019"
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The following pages link to Primal superlinear convergence of SQP methods in piecewise linear-quadratic composite optimization (Q2116019):
Displaying 6 items.
- On local convergence of sequential quadratically-constrained quadratic-programming type methods, with an extension to variational problems (Q2479835) (← links)
- Strong Metric (Sub)regularity of Karush–Kuhn–Tucker Mappings for Piecewise Linear-Quadratic Convex-Composite Optimization and the Quadratic Convergence of Newton’s Method (Q3387919) (← links)
- Why second-order sufficient conditions are, in a way, easy -- or -- revisiting the calculus for second subderivatives (Q6137257) (← links)
- Role of subgradients in variational analysis of polyhedral functions (Q6151593) (← links)
- A Chain Rule for Strict Twice Epi-Differentiability and Its Applications (Q6195317) (← links)
- Isolated calmness of perturbation mappings and superlinear convergence of Newton-type methods (Q6644252) (← links)