Papers
2
Total Citations
40
H-Index
2
About
Jean-Claude Paul is a leading figure in computational geometry and geometric modeling, renowned for his precise and efficient algorithms for distance computation between complex shapes. His most influential work focuses on solving the fundamental problem of determining the minimum distance between a point and a clamped B-spline surface (2009, 21 citations), a critical operation in computer-aided design, robotics, and collision detection. He further advanced the field by developing methods for computing the minimum distance between two implicit algebraic surfaces (2006, 19 citations), enabling more accurate analysis of geometric intersections. These contributions have provided foundational tools for engineers and researchers working with freeform surfaces and implicit geometries. Paul’s work is characterized by its mathematical rigor and practical applicability, making him a respected authority in geometric computation. His algorithms continue to underpin advances in manufacturing, computer graphics, and simulation, demonstrating lasting impact despite the modest citation counts typical of specialized theoretical work.
Research Focus
Key Achievements
Top Papers
- 1
- 2Computing minimum distance between two implicit algebraic surfaces19 citations · 2006