A note on Meyers’ Theorem in $W^{k,1}$

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Cites Work

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Relaxation of quasiconvex functionals in $BV(\Omega, \mathbb{R}^ N)$ for integrands $f(x, u, \bigtriangledown u)$
Approximation of quasiconvex functions, and lower semicontinuity of multiple integrals
Null Lagrangians, weak continuity, and variational problems of arbitrary order
On the relaxation in $BV(\Omega ;\mathbb{R}^ m)$ of quasi-convex integrals
Lower semicontinuity for quasiconvex integrals of higher order
Existence and regularity of renormalized solutions for some elliptic problems involving derivatives of nonlinear terms
A direct proof for lower semicontinuity of polyconvex functionals
Weak lower semicontinuity of polyconvex integrals: A borderline case
Quasi-convexity and the lower semicontinuity of multiple integrals
A-Quasiconvexity: Relaxation and Homogenization
On lower semicontinuity and relaxation
Estimates near the boundary for solutions of elliptic partial differential equations satisfying general boundary conditions. I
On the Definition and Properties of Certain Variational Integrals
Weakly Differentiable Functions
Quasi-Convex Integrands and Lower Semicontinuity in $L^1 $
Relaxation of quasi-convex integrals of arbitrary order
$\cal A$-Quasiconvexity, Lower Semicontinuity, and Young Measures
Some remarks on Lower semicontinuity
Quasi-Convexity and Lower Semi-Continuity of Multiple Variational Integrals of Any Order
Direct methods in the calculus of variations
Counterexample to lower semicontinuity in calculus of variations

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