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@ARTICLE{,
            author = {Bul{\'{\i}}{\v c}ek, Miroslav and Maringov{\'{a}}, Erika and Stroffolini, Bianca and Verde, Anna},
          keywords = {boundary regularity, Elliptic system, existence of solutions, nonstandard growth conditions},
             title = {A boundary regularity result for minimizers of variational integrals with nonstandard growth},
           journal = {Nonlinear Analysis},
            volume = {Nonlinear Anal.},
            number = {177},
              year = {2018},
             pages = {153--168},
               doi = {10.1016/j.na.2018.03.001},
          abstract = {We prove global Lipschitz regularity for a wide class of convex variational integrals  among all functions in $W^{1,1}$ with prescribed (sufficiently regular) boundary values, which are not assumed to satisfy any geometrical constraint (as for example bounded slope condition). Furthermore, we do not assume any restrictive assumption on the geometry of the domain and the result is valid for all sufficiently smooth domains.  The result is achieved with a suitable approximation of the functional together with a new construction of  appropriate barrier functions.},
  Preprint project = {NCMM},
     Preprint year = {2018},
   Preprint number = {01},
       Preprint ID = {NCMM/2018/01}
}