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Chen Weidong - Intelligent autonomous systems 14: proceedings of the 14th International Conference IAS-14

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Chen Weidong Intelligent autonomous systems 14: proceedings of the 14th International Conference IAS-14

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This book describes the latest research advances, innovations, and visions in the field of robotics as presented by leading researchers, engineers, and practitioners from around the world at the 14th International Conference on Intelligent Autonomous Systems (IAS-14), held in Shanghai, China in July 2016. The contributions amply demonstrate that robots, machines and systems are rapidly achieving intelligence and autonomy, attaining more and more capabilities such as mobility and manipulation, sensing and perception, reasoning, and decision-making. They cover a wide range of research results and applications, and particular attention is paid to the emerging role of autonomous robots and intelligent systems in industrial production, which reflects their maturity and robustness. The contributions were selected by means of a rigorous peer-review process and highlight many exciting and visionary ideas that will further galvanize the research community and spur novel research directions. The series of biennial IAS conferences, which began in 1986, represents a premiere event in the field of robotics -- OhioLink Library Catalog.

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Part I
Embodied-Brain Systems Science
Springer International Publishing AG 2017
Weidong Chen , Koh Hosoda , Emanuele Menegatti , Masahiro Shimizu and Hesheng Wang (eds.) Intelligent Autonomous Systems 14 Advances in Intelligent Systems and Computing 10.1007/978-3-319-48036-7_1
Clustering Latent Sensor Distribution on Body Map for Generating Body Schema
Tomohiro Mimura 1
(1)
Ritsumeikan University, 1-1-1 Noji Higashi, Kusatsu Shiga, 525-8577, Japan
(2)
National Institute of Informatics, 2-1-2 Hitotsubashi, Chiyoda-ku Tokyo, 101-8430, Japan
Tomohiro Mimura (Corresponding author)
Email:
Yoshinobu Hagiwara (Corresponding author)
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Tadahiro Taniguchi (Corresponding author)
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Tetsunari Inamura (Corresponding author)
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Abstract
A computational theory model is constructed to generate a body map and a body schema. It is assumed that the fetus has a body map and a body schema to control and understand its body and generates them based on tactile information obtained by random motion in the womb called general movement. As a first step, in this research, a computational theory model is proposed to generate the body Map based on tactile information and to estimate nodes of the body schema by machine learning methods.
Keywords
Body map Body schema Clustering
Introduction
Human beings can unconsciously control their bodies based on a musculoskeletal system that is constructed by integrating multimodal information in their brains [.
In previous research, Prechtl et al. reported that a fetus obtains a body schema through random motion in the womb called general movement []. General movement is defined as spontaneous activity by the fetus manifested as a smooth and random whole-body motion observed from 8.5 to 9.5 weeks. It is assumed that the fetus generates a body schema based on the relationship between motion and tactile information obtained by general movement because neighboring recipient-cells return similar tactile information owing to the high viscosity of amniotic fluid.
In this study, we aim to construct a computational model that generates a body map and a body schema based on tactile information obtained by random motion, i.e., general movement.
The computational model generates a body map by using multidimensional scaling (MDS) [] from the generated body map.
Fig 1 A body map and a body schema in the human brain Previous Research - photo 1
Fig. 1
A body map and a body schema in the human brain
Previous Research
2.1 Body Map
Human beings have body maps that are topological maps for their bodies in the brain []. Like an exhaustive patchwork body maps cover not only external body parts such as fingers, shoulders, elbows, and so on but also viscera.
In a previous study of body maps, Olsson et al. proposed a method to calculate an information measure based on the information of sensors attached to the robot AIBO and to replace each sensor with a two-dimensional map based on the calculated information measure []. However, this study is not intended for estimation of a multilink system.
Mori et al. provided a constructive model of a human fetus that forms behaviors and understanding regarding its body through general movements in the womb of its mother [].
2.2 Body Schema
Even though the human body has multiple degrees of freedom, human beings can control their bodies without considering the angle of joints and the length of links. It is assumed that a body schema enables human beings to unconsciously control their bodies. Humans have a multilink system in their brains for understanding their bodies. Henry et al. define body schema as a unconscious process that dynamically works when human beings control their motion and pose [].
In a previous study of body schema, Martinez et al. estimated a multilink system using an active-learning method based on vision information []. Nabeshima et al. proposed a model that enables robots to extend their body schema, when robots use tools, based on multimodal information. It is difficult to apply these methods to our study which to estimate body map and body schema based on tactile information because these methods require multimodal information including vision information.
Proposed Method
3.1 Overview
Figure a and b, respectively.
Fig 2 Overview of the proposed approach a Body map generation b Node - photo 2
Fig. 2
Overview of the proposed approach. a Body map generation. b Node estimation. c Body schema generation
3.2 Generation of the Body Map
To generate a body map, we used the summation of conditional entropy and multidimensional scaling (MDS) []. The information metric d satisfies the following metric space axioms:
when the model has M tactile sensors the information metric between two - photo 3
when the model has M tactile sensors, the information metric between two tactile sensors i and j is calculated from the equation 1 - photo 4 between two tactile sensors i and j is calculated from the equation:
1 where and are sets of tactile data at two sensors i and j respectively - photo 5
(1)
where Picture 6 and are sets of tactile data at two sensors i and j respectively The conditional - photo 7 are sets of tactile data at two sensors i and j , respectively. The conditional entropy is defined by the equation 2 where x and y are tactile data and elements - photo 8 is defined by the equation:
2 where x and y are tactile data and elements of and respectively p y - photo 9
(2)
where x and y are tactile data and elements of Intelligent autonomous systems 14 proceedings of the 14th International Conference IAS-14 - image 10 and Intelligent autonomous systems 14 proceedings of the 14th International Conference IAS-14 - image 11 , respectively.
p ( y | x ) and p ( x ) have the following relationships from Bayes theorem:
Intelligent autonomous systems 14 proceedings of the 14th International Conference IAS-14 - image 12
(3)
4 and p x y is calculated by using the equation 5 Here t is an - photo 13
(4)
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