The following pages link to Complexity in complex analysis. (Q1865277):
Displaying 13 items.
- 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)
- Holomorphic reproducing kernels for piecewise-smooth planar domains (Q1876736) (← links)
- Simplicity of the Bergman, Szegö and Poisson kernel functions (Q1902220) (← links)
- Just analysis: the Poisson-Szegő-Bergman kernel (Q2091074) (← links)
- Quadrature domains and kernel function zipping (Q2368539) (← links)
- A Riemann mapping theorem for two-connected domains in the plane (Q2378586) (← links)
- A Riemann surface attached to domains in the plane and complexity in potential theory (Q2725481) (← links)
- Generalized Ahlfors functions (Q3420286) (← links)
- (Q4270263) (← links)
- Complex Analysis (Q5288996) (← links)
- Classical function theory, operator dilation theory, and machine computation on multiply-connected domains (Q5443396) (← links)
