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State Estimation for Robotics_Timothy D. Barfoot.pdf

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State Estimation for Robotics A key aspect of robotics today is estimating the state (e.g., position and orientation) of a robot as it moves through the world. Most robots and autonomous vehicles depend on noisy data from sensors such as cameras or laser rangefinders to navigate in a three- dimensional world. This book presents common sensor models and practical advice on how to carry out state estimation for rotations and other state variables. It covers both classical state estimation methods, such as the Kalman filter, and important mod- ern topics, such as batch estimation, the Bayes filter, sigmapoint and particle filters, robust estimation for outlier rejection, and continuous-time trajectory estimation and its connection to Gaussian-process regression. The methods are demonstrated in the context of important applications, such as point-cloud alignment, pose-graph relax- ation, bundle adjustment, and simultaneous localization and mapping. Students and practitioners of robotics alike will find this a valuable resource. dr. timothy d. barfoot (Professor, University of Toronto Institute for Aerospace Studies – UTIAS) has been conducting research in the area of naviga- tion of mobile robotics for more than 15 years, both in industry and academia, for applications including space exploration, mining, military, and transportation. He has made contributions in the areas of localization, mapping, planning, and control. He sits on the editorial boards of theInternational Journal of Robotics Researchand the Journal of Field Roboticsand was the General Chair of Field and Service Robotics 2015, which was held in Toronto. StateEstimationforRobotics TIMOTHY D. BARFOOT University of Toronto University Printing House, Cambridge CB2 8BS, United Kingdom One Liberty Plaza, 20th Floor, New York, NY 10006, USA 477 Williamstown Road, Port Melbourne, VIC 3207, Australia 4843/24, 2nd Floor, Ansari Road, Daryaganj, Delhi - 110002, India 79 Anson Road, #06-04/06, Singapore 079906 Cam
State Estimation for Robotics_Timothy D. Barfoot.pdf