Francesco Calabrese

Massachusetts Institute of Technology, Innovation Engineering (Italy), University of Naples Federico II

Papers

Total Citations

H-Index

About

Francesco Calabrese is a researcher whose work bridges nonlinear systems theory and mobile robotics, with a particular focus on stability analysis and localization. His key research areas include nonlinear dynamics, control theory, and autonomous navigation. Calabrese’s most significant contribution lies in the stability analysis of nonlinear quadratic systems through the development of polyhedral Lyapunov functions. His 2011 paper on this topic, with 51 citations, provides a powerful framework for determining not only local asymptotic stability but also the region of attraction—critical for ensuring safe operation in complex systems such as electrical circuits, robotic manipulators, and biological processes. In mobile robotics, Calabrese introduced an innovative omni-vision triangulation-like approach to localization that reduces the number of landmarks required from three to two, at the cost of estimating distances alongside bearings. This work, cited 15 times, offers a practical efficiency gain for real-time navigation. With a total of 77 citations across his most-cited works, Calabrese has made a meaningful impact on both theoretical control and applied robotics, offering tools that are as mathematically rigorous as they are practically deployable.