Martijn S. Visser

Papers

Total Citations

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About

Martijn S. Visser is a researcher whose work bridges the often-overlooked intersection of advanced linear algebra and robotic dynamics. His key research areas include screw theory, bond graph modeling, and the application of fundamental mathematical theorems to practical robotic systems. Visser’s most significant contribution is his advocacy for the Cayley-Hamilton theorem in robotics, a powerful linear algebra tool that he argues is critically underutilized in the field. His 2006 paper, "Cayley-Hamilton for roboticists" (13 citations), serves as a vital review, demonstrating how this theorem can simplify complex calculations in system theory and robotic control, offering a more elegant approach to problems like matrix exponentiation and system inversion. Additionally, his 2003 work, "Screw bondgraph contact dynamics" (10 citations), presents an innovative model for contact dynamics. By defining a Gauss frame on the surfaces of two objects, Visser created a unified framework to simulate contact between objects of any finite curvature. Though his citation counts are modest, Visser’s work is notable for its conceptual depth and its effort to reintroduce powerful, yet neglected, mathematical tools to the robotics community, making him a thoughtful contributor to theoretical mechanics.