Tzong-Mou Wu

About

Dr. Tzong-Mou Wu is a distinguished researcher in robotics and applied mathematics, with a primary focus on solving the inverse kinematics problem for robotic manipulators. His major contributions lie in the application of the homotopy continuation method, a powerful numerical technique for finding all possible solutions to complex kinematic equations. Wu’s innovative work introduced an adjustable auxiliary homotopy function, enabling more robust and comprehensive root-finding for spatial robot arms, such as the 4P3R manipulator. His 2005 paper on this topic has garnered 22 citations, while a related study on searching all roots of inverse kinematics has received 14 citations, underscoring the lasting impact of his methods in the robotics community. By providing a systematic approach to determine every feasible configuration of a robot’s joints, Wu’s research has advanced the design and control of robotic systems, offering engineers and researchers a reliable tool for motion planning and automation. His work remains a key reference for those tackling nonlinear kinematic equations in robotics and related fields.

Research Focus

Key Achievements

Top Papers

1. 1
   The inverse kinematics problem of spatial 4P3R robot manipulator by the homotopy continuation method with an adjustable auxiliary homotopy function

   22 citations · 2005
2. 2
   Searching All the Roots of Inverse Kinematics Problem of Robot by Homotopy Continuation Method

   14 citations · 2005

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