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Smith R.; Cheeseman P. (1987) On the Representation of Spatial Uncertainty, In International Journal of Robotics Research, 5(4):56–68.
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Smith R.; Cheeseman P. (1987) On the Representation of Spatial Uncertainty, In International Journal of Robotics Research, 5(4):56–68.
“Smith R.; Cheeseman P. (1987) On the Representation of Spatial Uncertainty, In International Journal of Robotics Research, 5(4):56–68”
The concept of spatial uncertainty has been a topic of interest in the field of robotics research for decades. In 1987, Smith and Cheeseman published a seminal paper titled “On the Representation of Spatial Uncertainty” in the International Journal of Robotics Research, which shed light on the importance of understanding and representing spatial uncertainty in robotic systems. This paper, which can be found in volume 5, issue 4, of the journal, on pages 56-68, marked a significant milestone in the development of spatial reasoning and uncertainty management in robotics.
The paper by Smith and Cheeseman focused on the representation of spatial uncertainty, which refers to the uncertainty or imprecision associated with the location and orientation of objects in a robotic system. This type of uncertainty can arise from various sources, including sensor noise, measurement errors, and limitations in the robotic system’s perception and mapping capabilities. The authors argued that traditional approaches to spatial reasoning, which relied on precise and certain representations of spatial information, were inadequate for dealing with the complexities and uncertainties of real-world environments. Instead, they proposed a new approach that incorporated probabilistic representations of spatial uncertainty, allowing robotic systems to reason about and navigate through uncertain environments more effectively.
The work of Smith and Cheeseman has had a lasting impact on the field of robotics research, particularly in areas such as autonomous navigation, mapping, and localization. Their ideas on spatial uncertainty have influenced the development of various robotic systems, including self-driving cars, drones, and humanoid robots. Today, researchers and engineers continue to build upon the foundations laid by Smith and Cheeseman, exploring new ways to represent and manage spatial uncertainty in robotic systems. This includes the use of advanced sensor technologies, such as lidar and computer vision, as well as machine learning algorithms that can learn to navigate and adapt to uncertain environments.
In recent years, the concept of spatial uncertainty has also gained significant attention in the context of artificial intelligence (AI) and machine learning (ML). As AI and ML algorithms are increasingly being applied to real-world problems, such as autonomous driving and robotics, the need to understand and manage spatial uncertainty has become more pressing. Researchers are now exploring new approaches to spatial reasoning and uncertainty management, including the use of deep learning models and probabilistic graphical models. These advances have the potential to enable more sophisticated and robust robotic systems that can operate effectively in complex and uncertain environments.
In conclusion, the paper by Smith and Cheeseman on the representation of spatial uncertainty has had a profound impact on the field of robotics research. Their work has inspired a new generation of researchers and engineers to explore the complexities of spatial uncertainty and to develop more effective approaches to managing and reasoning about uncertain environments. As robotic systems become increasingly ubiquitous in our daily lives, the importance of understanding and representing spatial uncertainty will only continue to grow, making the contributions of Smith and Cheeseman a lasting legacy in the field of robotics research.
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J. M. Smith, E. A. Clancy, C. R. Valeri, J. N. Ruskin, R. J. Cohen. (1988) Electricalalternans and cardiac electrical instabil-ity. Circulation, 77, 110– 21. […]
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B. D. Nearing, R. L. Verrier. (2002) Modified moving average method for T-wave alternans analysis with high accuracy to pre-dict ventricular fibrillation. J Appl Physiol, […]
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J. P. Martínez and S. Olmos, (2005) Methodological Principles of T Wave Alt...
J. P. Martínez and S. Olmos, (2005) Methodological Principles of T Wave Alternans Analysis: A Unified Framework. IEEE Transactions On Biomedical Engineering, vol. 52, NO. […]
3 total views, 3 today
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J. P. Martinez, S. Olmos and P. Laguna, (2000) Simulation Study and Performance Evaluation ofT-Wave Alternans Detec-tor. Proceedings of the 22nd Annual EMBS International Con-ference, […]
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