Jianzhong Ding
Papers
1
Total Citations
3
H-Index
1
About
Jianzhong Ding is a researcher whose work lies at the intersection of geometry, robotics, and automated assembly, with a particular focus on the kinematics of containment (KC). His most cited paper, "The Kinematics of Containment for N-Dimensional Ellipsoids" (2019, 3 citations), tackles the fundamental problem of understanding the allowable motions of a convex body inside a slightly larger one—a theory with direct applications in robot motion planning and precision assembly mechanisms. By extending KC theory to ellipsoids in N-dimensional space, Ding provides a rigorous mathematical framework that enables engineers to predict and optimize how objects fit and move within constrained environments. This work is notable for its theoretical depth and practical relevance, offering insights that bridge pure geometry and real-world automation challenges. Though his citation count is modest, Ding's contributions are foundational for researchers exploring motion constraints in high-dimensional spaces, making his research a valuable resource for students and engineers working on robotic manipulation, part mating, and spatial reasoning.
Research Focus
Key Achievements
Top Papers
- 1The Kinematics of Containment for N-Dimensional Ellipsoids3 citations · 2019