Pages that link to "Item:Q4382921"
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The following pages link to A condition on the value function both necessary and sufficient for full regularity of minimizers of one-dimensional variational problems (Q4382921):
Displaying 14 items.
- Regularity theory for one-dimensional variational problems with singular ellipticity (Q512488) (← links)
- Pathological solutions to the Euler-Lagrange equation and existence/regularity of minimizers in one-dimensional variational problems (Q517510) (← links)
- Generic nonoccurrence of the Lavrentiev phenomenon for a class of optimal control problems (Q619187) (← links)
- Another theorem of classical solvability `in small' for one-dimensional variational problems (Q715327) (← links)
- Excess action and broken characteristics for Hamilton-Jacobi equations (Q743861) (← links)
- Nonoccurrence of the Lavrentiev phenomenon for many nonconvex constrained variational problems (Q866979) (← links)
- Local minimizers of one-dimensional variational problems and obstacle problems (Q957577) (← links)
- Universal singular sets in the calculus of variations (Q1000553) (← links)
- Remarks on necessary conditions for minimizers of one-dimensional variational problems (Q1348208) (← links)
- Variational field theory from the point of view of direct methods (Q1694716) (← links)
- Direct methods in variational field theory (Q2088623) (← links)
- A necessary and sufficient condition for \(C^1\)-regularity of solutions of one-dimensional variational obstacle problems (Q2177981) (← links)
- Nonoccurrence of the Lavrentiev phenomenon for nonconvex variational problems (Q2575849) (← links)
- Nonoccurrence of gap for infinite-dimensional control problems with nonconvex integrands (Q5475297) (← links)
