Darya Apushkinskaya, Universitat des Saarlandes, Saarbrucken, GermanyAlexander I. Nazarov, Steklov Mathematical Institute, St. Petersburg, Russia, and St. Petersburg State University, Russia

• H. B. da Veiga - On singular parabolic p-Laplacian systems under non-smooth external forces. Regularity up to the boundaryS. Boccia and N. V. Krylov - On the fundamental matrix solution for higher-order parabolic systemsN. V. Filimonenkova and N. M. Ivochkina - On variational ground of the m-Hessian operatorsS. Friedlander, W. Rusin, and V. Vicol - The magneto-geostrophic equations: a surveyM. Fuchs - Variations on Liouville's theorem in the setting of stationary flows of generalized Newtonian fluids in the planeA. V. Fursikov - On the normal-type parabolic system corresponding to the three-dimensional Helmholtz systemS. Hildebrandt and F. Sauvigny - On Plateau's problem in Riemannian manfioldsH. Kim and M. Safonov - The boundary Harnack principle for second order ellitpic equations in John and unfiorm domainsV. Kozlov and A. Nazarov - Oblique derivative problem for non-divergence parabolic equations with time-discontinuous coefficientsG. A. Seregin and T. N. Shilkin - The local regularity theory for the Navier-Stokes equations near the boundaryV. A. Solonnikov - L p-theory of free boundary problems of magnetohydrodynamics in simply connected domains

Darya Apushkinskaya, Universitat des Saarlandes, Saarbrucken, GermanyAlexander I. Nazarov, Steklov Mathematical Institute, St. Petersburg, Russia, and St. Petersburg State University, Russia

• H. B. da Veiga - On singular parabolic p-Laplacian systems under non-smooth external forces. Regularity up to the boundaryS. Boccia and N. V. Krylov - On the fundamental matrix solution for higher-order parabolic systemsN. V. Filimonenkova and N. M. Ivochkina - On variational ground of the m-Hessian operatorsS. Friedlander, W. Rusin, and V. Vicol - The magneto-geostrophic equations: a surveyM. Fuchs - Variations on Liouville's theorem in the setting of stationary flows of generalized Newtonian fluids in the planeA. V. Fursikov - On the normal-type parabolic system corresponding to the three-dimensional Helmholtz systemS. Hildebrandt and F. Sauvigny - On Plateau's problem in Riemannian manfioldsH. Kim and M. Safonov - The boundary Harnack principle for second order ellitpic equations in John and unfiorm domainsV. Kozlov and A. Nazarov - Oblique derivative problem for non-divergence parabolic equations with time-discontinuous coefficientsG. A. Seregin and T. N. Shilkin - The local regularity theory for the Navier-Stokes equations near the boundaryV. A. Solonnikov - L p-theory of free boundary problems of magnetohydrodynamics in simply connected domains

Darya Apushkinskaya, Universitat des Saarlandes, Saarbrucken, GermanyAlexander I. Nazarov, Steklov Mathematical Institute, St. Petersburg, Russia, and St. Petersburg State University, Russia

• H. B. da Veiga - On singular parabolic p-Laplacian systems under non-smooth external forces. Regularity up to the boundaryS. Boccia and N. V. Krylov - On the fundamental matrix solution for higher-order parabolic systemsN. V. Filimonenkova and N. M. Ivochkina - On variational ground of the m-Hessian operatorsS. Friedlander, W. Rusin, and V. Vicol - The magneto-geostrophic equations: a surveyM. Fuchs - Variations on Liouville's theorem in the setting of stationary flows of generalized Newtonian fluids in the planeA. V. Fursikov - On the normal-type parabolic system corresponding to the three-dimensional Helmholtz systemS. Hildebrandt and F. Sauvigny - On Plateau's problem in Riemannian manfioldsH. Kim and M. Safonov - The boundary Harnack principle for second order ellitpic equations in John and unfiorm domainsV. Kozlov and A. Nazarov - Oblique derivative problem for non-divergence parabolic equations with time-discontinuous coefficientsG. A. Seregin and T. N. Shilkin - The local regularity theory for the Navier-Stokes equations near the boundaryV. A. Solonnikov - L p-theory of free boundary problems of magnetohydrodynamics in simply connected domains