This book is intended for students and practitioners of robotics working with noisy sensor data to estimate state variables. New edition highlights include a new chapter on variational inference and new sections on adaptive covariance estimation and on inertial navigation as well as a primer on matrix calculus.
This book is intended for students and practitioners of robotics working with noisy sensor data to estimate state variables. New edition highlights include a new chapter on variational inference and new sections on adaptive covariance estimation and on inertial navigation as well as a primer on matrix calculus.Hinweis: Dieser Artikel kann nur an eine deutsche Lieferadresse ausgeliefert werden.
Timothy D. Barfoot is a Professor at the University of Toronto Institute for Aerospace Studies. He has been conducting research in the area of navigation of mobile robotics for over 20 years, both in industry and academia, for applications including space exploration, mining, military, and transportation. He is a Fellow of the IEEE Robotics and Automation Society.
Inhaltsangabe
Acronyms and abbreviations Notation Foreword to first edition Foreword to second edition 1. Introduction Part I. Estimation Machinery: 2. Primer on probability theory 3. Linear-Gaussian estimation 4. Nonlinear non-Gaussian estimation 5. Handling nonidealities in estimation 6. Variational inference Part II. Three-Dimensional Machinery: 7. Primer on three-dimensional geometry 8. Matrix lie groups Part III. Applications: 9. Pose estimation problems 10. Pose-and-point estimation problems 11. Continuous-time estimation Appendix A: matrix primer Appendix B: rotation and pose extras Appendix C: miscellaneous extras Appendix D: solutions to exercises References Index.
Acronyms and abbreviations Notation Foreword to first edition Foreword to second edition 1. Introduction Part I. Estimation Machinery: 2. Primer on probability theory 3. Linear-Gaussian estimation 4. Nonlinear non-Gaussian estimation 5. Handling nonidealities in estimation 6. Variational inference Part II. Three-Dimensional Machinery: 7. Primer on three-dimensional geometry 8. Matrix lie groups Part III. Applications: 9. Pose estimation problems 10. Pose-and-point estimation problems 11. Continuous-time estimation Appendix A: matrix primer Appendix B: rotation and pose extras Appendix C: miscellaneous extras Appendix D: solutions to exercises References Index.
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