AbstractA simple approximate formula is derived for the boundary map function of a conformal map which provides a remarkably good fit for mappings to regions with highly distorted boundaries. The approximation follows from the reduction of a nonlocal integral equation for the map function to a local equation based on the nature of the ‘crowding’ associated with distorted regions. Numerical examples are given
Here, we present the new method of approximate conformal mapping of the unit disk to a one-connected...
AbstractA method is presented for approximating the conformal map from the interior of an ellipse to...
Methods are presented for approximating the conformal map from the interior of various regions to th...
A boundary integral representation for the conformal mapping from a simply connected domain onto a g...
The traditional view in numerical conformal mapping is that once the boundary correspondence functio...
AbstractGaier and Gutknecht have shown that many numerical methods for producing the conformal map f...
We present a method of constructing the analytic function realizing an approximate conformal mapping...
AbstractDeLillo, T.K. and J.A. Pfaltzgraff, Extremal distance, harmonic measure and numerical confor...
Several integral equations involving the Kerzman-Stein and the Neumann kernels for conformal mapping...
Few analytical techniques are better known to students of applied mathematics than conformal mapping...
AbstractWe propose a method to map a multiply connected bounded planar region conformally to a bound...
AbstractThe conformal mapping of a simply connected region onto the unit disc can be obtained by com...
AbstractMethods are presented for approximating the conformal map from the interior of various regio...
[ACCESS RESTRICTED TO THE UNIVERSITY OF MISSOURI AT REQUEST OF AUTHOR.] Let [omega] be an open and c...
AbstractNumerical conformal mapping methods for regions with a periodic boundary have been developed...
Here, we present the new method of approximate conformal mapping of the unit disk to a one-connected...
AbstractA method is presented for approximating the conformal map from the interior of an ellipse to...
Methods are presented for approximating the conformal map from the interior of various regions to th...
A boundary integral representation for the conformal mapping from a simply connected domain onto a g...
The traditional view in numerical conformal mapping is that once the boundary correspondence functio...
AbstractGaier and Gutknecht have shown that many numerical methods for producing the conformal map f...
We present a method of constructing the analytic function realizing an approximate conformal mapping...
AbstractDeLillo, T.K. and J.A. Pfaltzgraff, Extremal distance, harmonic measure and numerical confor...
Several integral equations involving the Kerzman-Stein and the Neumann kernels for conformal mapping...
Few analytical techniques are better known to students of applied mathematics than conformal mapping...
AbstractWe propose a method to map a multiply connected bounded planar region conformally to a bound...
AbstractThe conformal mapping of a simply connected region onto the unit disc can be obtained by com...
AbstractMethods are presented for approximating the conformal map from the interior of various regio...
[ACCESS RESTRICTED TO THE UNIVERSITY OF MISSOURI AT REQUEST OF AUTHOR.] Let [omega] be an open and c...
AbstractNumerical conformal mapping methods for regions with a periodic boundary have been developed...
Here, we present the new method of approximate conformal mapping of the unit disk to a one-connected...
AbstractA method is presented for approximating the conformal map from the interior of an ellipse to...
Methods are presented for approximating the conformal map from the interior of various regions to th...
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