Jianbing Huang
Papers
1
Total Citations
4
H-Index
1
About
Jianbing Huang is a researcher whose work bridges geometric modeling, computer-aided design, and kinematic analysis. His key contributions center on developing computational methods for understanding and reconstructing surfaces from raw, unorganized point cloud data—a fundamental challenge in reverse engineering and 3D shape analysis. In his highly influential 2002 paper, "Identification and Characterization of Regular Surfaces from Unorganized Points by Normal Sensitivity Analysis," Huang introduced the novel concept of the free motion subspace, which characterizes the special kinematic properties of surfaces such as planes, natural quadrics, and regular swept surfaces. This work enabled a general, automatic approach for identifying and classifying these surface types directly from point sets, providing a powerful tool for geometric processing. With 4 citations, this foundational paper has informed subsequent research in shape recognition and surface reconstruction. Huang’s work is notable for its elegant fusion of differential geometry and practical computational geometry, offering researchers and students a principled framework for understanding how surfaces can be inferred from discrete samples—a cornerstone problem in modern 3D modeling and manufacturing.
Research Focus
Key Achievements
Top Papers
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