Layer potentials and boundary-value problems for second order elliptic operators with data in Besov spaces

Keyphrases

• Boundary Value Problem 100%
• Second Order Elliptic Operator 100%
• Layer Boundaries 100%
• Layer Potentials 100%
• Besov Spaces 100%
• Well-posedness 66%
• Assure 33%
• Dirichlet Problem 33%
• Comprehensive Treatment 33%
• Lp Spaces 33%
• Double Layer Potential 33%
• Extended Range 33%
• Independent Coefficients 33%
• Dirichlet Boundary Value Problem 33%
• Divergence Form Elliptic Operator 33%
• Single-layer Potential 33%
• Besov 33%
• Neumann Boundary Value Problem 33%
• Newtonian Potential 33%
• Mapping Properties 33%
• Weighted Lp 33%
• Nonhomogeneous Boundary Value Problem 33%
• Symmetry Coefficient 33%
• Fractional Smoothness 33%

Mathematics

• Boundary Value Problems 100%
• Elliptic Operator 100%
• Besov Space 100%
• Solvability 100%
• Posedness 66%
• Divergence Form 33%
• Dirichlet Problem 33%
• Single Layer Potential 33%
• Double Layer Potential 33%
• Lp-Spaces 33%
• Monograph 33%