This paper proposes a novel method for computing bijective density-equalizing
quasiconformal flattening maps for multiply connected open surfaces. In conventional …

Conformal mapping, a classical topic in complex analysis and differential geometry, has
become a subject of great interest in the area of surface parameterization in recent decades …

Conformal and quasi-conformal mappings have widespread applications in imaging
science, computer vision, and computer graphics and can be used in surface registration …

This paper presents a new numerical implementation of Koebe's iterative method for
computing the circular map of bounded and unbounded multiply connected regions of …

We study numerical conformal mapping of multiply connected planar domains with
boundaries consisting of unions of finitely many circular arcs, so called polycircular domains …

This paper presents a numerical method for computing the conformal mappings onto the
parabolic slit domain, the elliptic slit domain and the hyperbolic slit domain. The method …

In the early centuries of 21 st, self-driving becomes increasingly popular. Because of that,
some technologies related to that are being studied and applied. Smart car control …

The aim of this work is to provide an automatic procedure that is able to segment any simply
or multiply connected domain into quadrilateral patches. The basic idea consists in defining …

Thank you, Mr. President. And thanks to all the organizers and students. It is a pleasure for
me to be here, at the old site of Southwest Associated University in Yunnan Province today …