Hae-Wook Park

Papers

Total Citations

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About

Hae-Wook Park is a researcher whose work centers on computational geometry and robotics, with a particular focus on efficient collision detection and distance computation between three-dimensional objects. His major contribution lies in developing a fast numerical procedure for computing incremental growth distances between polytopes moving along smooth paths, as detailed in his 2000 paper, which has garnered 5 citations. This work addresses a fundamental challenge in motion planning and simulation: predicting and verifying contact configurations between moving objects without exhaustive computation. By introducing a method that evaluates growth distances efficiently through predictive algorithms, Park enabled more responsive and accurate collision avoidance in dynamic environments. His approach has implications for robotic manipulation, computer animation, and virtual prototyping, where real-time interaction between objects is critical. While his citation count reflects a focused but impactful contribution, the procedural innovation stands as a practical tool for researchers and engineers seeking to optimize spatial reasoning in constrained, incremental motion scenarios. Park’s work exemplifies how targeted algorithmic improvements can advance the reliability and speed of geometric computations in applied fields.