Pages that link to "Item:Q4630661"

The following pages link to $\varepsilon $-approximability of harmonic functions in $L^p$ implies uniform rectifiability (Q4630661):

Displaying 6 items.

• The weak-\(A_\infty\) property of harmonic and \(p\)-harmonic measures implies uniform rectifiability (Q524231) (← links)
• Uniform rectifiability implies Varopoulos extensions (Q822726) (← links)
• Carleson measure estimates and \(\varepsilon\)-approximation for bounded harmonic functions, without Ahlfors regularity assumptions (Q832448) (← links)
• Uniform rectifiability and \(\varepsilon\)-approximability of harmonic functions in \(L^p\) (Q2027743) (← links)
• Uniform Rectifiability, Elliptic Measure, Square Functions, and <i>ε</i>-Approximability Via an ACF Monotonicity Formula (Q6115181) (← links)
• Varopoulos extensions in domains with Ahlfors-regular boundaries and applications to boundary value problems for elliptic systems with \(L^\infty\) coefficients (Q6663137) (← links)