This paper presents a fast boundary integral equation method for approximating the
conformal mapping from bounded and unbounded multiply connected regions of …

This paper presents a boundary integral method for approximating the conformal mapping
from bounded multiply connected regions onto the fifth category of Koebe's classical …

Copyright of Applied Mathematics & Mechanics (1000-0887) is the property of Applied
Mathematics & Mechanics and its content may not be copied or emailed to multiple sites or …

The Szegö kernel has many applications to problems in conformal mapping and satisfies the
Kerzman‐Stein integral equation. The Szegö kernel for an annulus can be expressed as a …

This paper presents a boundary integral equation method with the adjoint generalized
Neumann kernel for computing conformal mapping of unbounded multiply connected …

In this paper, we present a method to improve the accuracy of the charge simulation method
for numerical conformal mapping. The method constructs the constraint equation by using …

A boundary integral equation method for numerical evaluation of the conformal mapping
and its inverse from unbounded multiply connected regions onto five canonical slit regions is …

This paper presents a new uniquely solvable boundary integral equation for computing the
conformal mapping, its derivative and its inverse from bounded multiply connected regions …

We apply boundary curve reparametrization to find the approximate conformal analytical
map of the unit disk onto an arbitrary given finite domain with a boundary smooth at every …

The method of boundary curve reparametrization is generalized to the case of multiply
connected domains. We construct the approximate analytical conformal mapping of the unit …