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Considering vectorial integrals in the multidimensional calculus of variations and quasilinear elliptic systems of partial differential equations, we prove gradient regularity of minimizers and weak solutions, respectively. In contrast to the classical theory, we impose our assumptions on the structure functions only locally (i.e. near a single point) or asymptotically (i.e. near infinity). In par...

LOCAL AND ASYMPTOTIC REGULARITY RESULTS FOR QUASICONVEX AND QUASIMONOTONE PROBLEMS