We study the global regularity in generalized Morrey spaces of the solutions to variational inequalities and obstacle problems for divergence form parabolic operators in bounded non-smooth domains. We impose minimal regularity conditions on the coecients of the operator while the domain satises the Reifenberg condition of flatness.
Parabolic obstacle problem with measurable data in generalized Morrey spaces
SOFTOVA PALAGACHEVA, Lyoubomira
2016
Abstract
We study the global regularity in generalized Morrey spaces of the solutions to variational inequalities and obstacle problems for divergence form parabolic operators in bounded non-smooth domains. We impose minimal regularity conditions on the coecients of the operator while the domain satises the Reifenberg condition of flatness.File in questo prodotto:
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