Pages that link to "Item:Q1071247"

The following pages link to One-dimensional variational problems whose minimizers do not satisfy the Euler-Lagrange equation (Q1071247):

Displaying 43 items.

• A representation formula of viscosity solutions to weakly coupled systems of Hamilton-Jacobi equations with applications to regularizing effect (Q2285465) (← links)
• A new variational inequality in the calculus of variations and Lipschitz regularity of minimizers (Q2285477) (← links)
• On a new necessary condition in the calculus of variations for Lagrangians that are highly discontinuous in the state and velocity (Q2335827) (← links)
• On the validity of the Euler-Lagrange system (Q2347687) (← links)
• Fréchet generalized trajectories and minimizers for variational problems of low coercivity (Q2352267) (← links)
• Sufficient conditions for variational problems with variable endpoints: Coupled points (Q2366095) (← links)
• Variations, approximation, and low regularity in one dimension (Q2403753) (← links)
• The weak repulsion property (Q2463634) (← links)
• On the Lavrentiev phenomenon for multiple integral scalar variational problems (Q2511682) (← links)
• Nonoccurrence of the Lavrentiev phenomenon for nonconvex variational problems (Q2575849) (← links)
• Bootstrapping globally optimal variational calculus solutions (Q2680534) (← links)
• Non-occurrence of gap for one-dimensional non-autonomous functionals (Q2680544) (← links)
• Existence and Lipschitz regularity for minima (Q2758975) (← links)
• Rate-independent elastoplasticity at finite strains and its numerical approximation (Q2833258) (← links)
• Coupled Points in the Calculus of Variations and Applications to Periodic Problems (Q3833121) (← links)
• (Q4210481) (← links)
• Turnpike property for extremals of variational problems with vector-valued functions (Q4216318) (← links)
• A necessary and sufficient condition for nonattainment and formation of microstructure almost everywhere in scalar variational problems (Q4307817) (← links)
• A condition on the value function both necessary and sufficient for full regularity of minimizers of one-dimensional variational problems (Q4382921) (← links)
• The classical problem of the calculus of variations in the autonomous case: Relaxation and Lipschitzianity of solutions (Q4429753) (← links)
• Weak Lower Semicontinuity of Integral Functionals and Applications (Q4592946) (← links)
• The Lavrentieff phenomenon for quadratic functionals (Q4839290) (← links)
• Interpretation of Lavrentiev Phenomenon by Relaxation: The Higher Order Case (Q4846058) (← links)
• Stochastic homogenization of deterministic control problems (Q4999554) (← links)
• (Q5131667) (← links)
• Equi-Lipschitz minimizing trajectories for non coercive, discontinuous, non convex Bolza controlled-linear optimal control problems (Q5165492) (← links)
• NUMERICAL SOLUTION OF NONLINEAR ELASTICITY PROBLEMS WITH LAVRENTIEV PHENOMENON (Q5386720) (← links)
• Nonoccurrence of gap for infinite-dimensional control problems with nonconvex integrands (Q5475297) (← links)
• A TRUNCATION METHOD FOR DETECTING SINGULAR MINIMIZERS INVOLVING THE LAVRENTIEV PHENOMENON (Q5484714) (← links)
• Singular sets and the Lavrentiev phenomenon (Q5500278) (← links)
• Regularity of the Hamiltonian Along Optimal Trajectories (Q5501224) (← links)
• Duality and classical problem of the calculus of variations without convexity assumptions (Q5753116) (← links)
• Uniform boundedness for the optimal controls of a discontinuous, non-convex Bolza problem, (Q5878134) (← links)
• The basic problem of the calculus of variations: Du Bois-Reymond equation, regularity of minimizers and of minimizing sequences (Q6046282) (← links)
• Thermodynamics of viscoelastic solids, its Eulerian formulation, and existence of weak solutions (Q6131411) (← links)
• A new example for the Lavrentiev phenomenon in nonlinear elasticity (Q6180871) (← links)
• The Lavrentiev phenomenon in calculus of variations with differential forms (Q6190030) (← links)
• On the validity of the Euler-Lagrange equation (Q6233724) (← links)
• Nonoccurrence of Lavrentiev gap for a class of functionals with nonstandard growth (Q6580475) (← links)
• The repulsion property in nonlinear elasticity and a numerical scheme to circumvent it (Q6611843) (← links)
• Boundary conditions and null Lagrangians in the calculus of variations and elasticity (Q6612630) (← links)
• A useful subdifferential in the Calculus of Variations (Q6655679) (← links)
• Avoidance of the Lavrentiev gap for one-dimensional non-autonomous functionals with constraints (Q6661352) (← links)