Pages that link to "Item:Q2854100"

The following pages link to Lagrange's principle in extremum problems with constraints (Q2854100):

Displaying 23 items.

• Mix of controls and the Pontryagin maximum principle (Q328731) (← links)
• On necessary conditions for a minimum (Q328737) (← links)
• A variational approach to Lagrange multipliers (Q504794) (← links)
• On a quasi-regular Lagrange problem (Q750857) (← links)
• The Pontryagin maximum principle for nonlinear optimal control problems with infinite horizon (Q887114) (← links)
• The application of the variational principle in the constrained control system (Q1338030) (← links)
• Lagrange principle for problems of optimal control of ill-posed or singular distributed systems (Q1900197) (← links)
• On the iterative regularization of the Lagrange principle in convex optimal control problems for distributed systems of the Volterra type with operator constraints (Q2172448) (← links)
• An extremum principle for smooth problems (Q2223671) (← links)
• Pontryagin maximum principle, relaxation, and controllability (Q2631208) (← links)
• On the Fermat-Lagrange principle for mixed smooth convex extremal problems (Q2784549) (← links)
• METRIC REGULARITY—A SURVEY PART II. APPLICATIONS (Q2976240) (← links)
• Classroom Note: On the Limits of the Lagrange Multiplier Rule (Q4340818) (← links)
• Controllability and second-order necessary conditions for optimality (Q4629695) (← links)
• On ill-posed problems, extremals of the Tikhonov functional and the regularized Lagrange principles (Q5097700) (← links)
• Метод множителей Лагранжа в классе субгладких отображений (Q5116203) (← links)
• Local infimum and a family of maximum principles in optimal control (Q5122431) (← links)
• Relaxation and controllability in optimal control problems (Q5369342) (← links)
• (Q5420817) (← links)
• On regularization of classical optimality conditions in convex optimization problems for Volterra-type systems with operator constraints (Q6552485) (← links)
• Regularization of classical optimality conditions in optimization problems for linear Volterra-type systems with functional constraints (Q6554550) (← links)
• The perturbation method and regularization of the Lagrange multiplier rule in convex constrained optimization problems (Q6597569) (← links)
• Perturbation method and regularization of the Lagrange principle in nonlinear constrained optimization problems (Q6661392) (← links)