Weighted Sobolev-Morrey Regularity of Solutions to Variational Inequalities
Copyright policy )Weighted Sobolev-Morrey Regularity of Solutions to Variational Inequalities
Summary: We establish a global generalized weighted Sobolev-Morrey \(W^1 M_{w}^{p,\varphi}\)-regularity for solutions to variational inequalities and obstacle problems for divergence form elliptic systems with measurable coefficients in bounded non-smooth domains.
- Baku State University Azerbaijan
- Ankara University Turkey
- Istanbul Medeniyet University Turkey
PDEs with low regular coefficients and/or low regular data, regularity, measurable coefficients, elliptic obstacle problem, Unilateral problems for elliptic systems and systems of variational inequalities with elliptic operators, variational inequalities
PDEs with low regular coefficients and/or low regular data, regularity, measurable coefficients, elliptic obstacle problem, Unilateral problems for elliptic systems and systems of variational inequalities with elliptic operators, variational inequalities
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