Pages that link to "Item:Q1747529"
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The following pages link to A new family of singular integral operators whose \(L^2\)-boundedness implies rectifiability (Q1747529):
Displaying 7 items.
- Calderón-Zygmund kernels and rectifiability in the plane (Q436183) (← links)
- Symmetrization of a Cauchy-like kernel on curves (Q1982536) (← links)
- A parabolic version of corona decompositions (Q2267716) (← links)
- A family of singular integral operators which control the Cauchy transform (Q2305686) (← links)
- Singular integrals unsuitable for the curvature method whose \(L^2\)-boundedness still implies rectifiability (Q2330800) (← links)
- L^2-bounded singular integrals on a purely unrectifiable set in R^d (Q4958516) (← links)
- Symmetrization of a family of Cauchy-like kernels: global instability (Q6664407) (← links)
