YE Zheng-lin

Papers

Total Citations

H-Index

About

YE Zheng-lin is a mathematician whose work centers on geometric modeling and computational geometry, with a particular focus on curve and surface construction. His most cited paper, "Constructing spherical curves by interpolation" (2006), introduces a method for generating smooth curves on spherical surfaces through interpolation techniques, a contribution that has garnered 6 citations and laid groundwork for applications in computer-aided design and graphics. This research addresses fundamental challenges in representing and manipulating curves on non-Euclidean geometries, offering practical solutions for fields like robotics and animation. While his citation count reflects a specialized niche, Zheng-lin’s work demonstrates precision in tackling complex geometric problems, contributing to the broader understanding of interpolation on manifolds. His achievements highlight a dedication to advancing mathematical tools for spatial design, making his research valuable for students and scholars exploring geometric algorithms and their real-world implementations.