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S.E. Khadem is a robotics and control systems researcher whose work spans flexible manipulator dynamics, motion planning, and redundant robot control. With a career stretching from the late 1980s through the 2000s, Khadem has made sustained contributions to some of the most challenging problems in robotic systems engineering. Khadem's most influential work, cited 37 times, presents a comprehensive mathematical framework for modeling three-dimensional flexible manipulators with both revolute and prismatic joints — a significant advance that enabled more realistic analysis of longitudinal, transversal, and torsional vibrations in robotic arms. This contribution addresses a critical gap in simulation fidelity for industrial robotics. Complementing this, his research on obstacle avoidance for kinematically redundant manipulators, developed across multiple publications since 1989, introduced global optimization schemes in Cartesian space that minimize both control effort and state-space constraint violations — work that remains relevant to modern robot path planning. Khadem has also explored online motion planning through incremental medial axis construction for mobile robots, and applied singular perturbation theory to design fuzzy controllers for flexible joint manipulators. Collectively accumulating over 75 citations, his body of work reflects a rigorous, mathematically grounded approach to advancing robotic autonomy, flexibility, and safety in complex environments.