Minimizers of strongly A-quasiconvex variational problems with linear growth are partially continuous.
Homogenization of high-contrast com- posites under differential constraints
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Minimizers of p-growth variational problems with strongly A-quasiconvex integrands and linear constant-rank constraints are partially continuous and higher integrable.
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Partial regularity for $\mathscr{A}$-quasiconvex variational problems of linear growth
Minimizers of strongly A-quasiconvex variational problems with linear growth are partially continuous.
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Partial regularity and higher integrability for A-quasiconvex variational problems
Minimizers of p-growth variational problems with strongly A-quasiconvex integrands and linear constant-rank constraints are partially continuous and higher integrable.