Pages that link to "Item:Q685946"

The following pages link to Unique continuation theorems for the \(\bar \partial\)-operator and applications (Q685946):

Displaying 14 items.

• The Khavinson-Shapiro conjecture and the Bergman projection in one and several complex variables (Q291931) (← links)
• An improved Riemann mapping theorem and complexity in potential theory (Q363489) (← links)
• Szegő coordinates, quadrature domains, and double quadrature domains (Q643189) (← links)
• The Szegő kernel and proper holomorphic mappings to a half plane (Q643201) (← links)
• Boundary identity principle for pseudo-holomorphic curves (Q818038) (← links)
• The Dirichlet and Neumann and Dirichlet-to-Neumann problems in quadrature, double quadrature, and non-quadrature domains (Q888243) (← links)
• Unique continuation for solutions to the induced Cauchy-Riemann equations (Q1230025) (← links)
• The Cauchy integral formula, quadrature domains, and Riemann mapping theorems (Q1634276) (← links)
• The adjoint of a composition operator via its action on the Szegő kernel (Q1668697) (← links)
• Complexity in complex analysis. (Q1865277) (← links)
• Quadrature domains and kernel function zipping (Q2368539) (← links)
• A new sufficient condition for the uniqueness of Barabanov norms (Q2910957) (← links)
• Unique continuation for \(\bar{\partial}\) with square-integrable potentials (Q6041084) (← links)
• Boundary regularity of Bergman kernel in Hölder space (Q6112917) (← links)