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Motion Planning in Dynamic Environments

  • Book
  • © 1991

Overview

Authors:
  1. Kikuo Fujimura

    1. Department of Computer and Information Science, The Ohio State University, Columbus, USA

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Part of the book series: Computer Science Workbench (WORKBENCH)

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Table of contents (8 chapters)

  1. Front Matter

    Pages I-XIII
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  2. Introduction

    • Kikuo Fujimura
    Pages 1-8

  3. Background

    • Kikuo Fujimura
    Pages 9-25

  4. Time-Minimal Motion: Basics

    • Kikuo Fujimura
    Pages 26-56

  5. Time-Minimal Motion: Applications

    • Kikuo Fujimura
    Pages 57-95

  6. Time-Minimal Motion: Generalizations

    • Kikuo Fujimura
    Pages 96-126

  7. Constrained Motion

    • Kikuo Fujimura
    Pages 127-142

  8. Multiple Mobile Agents

    • Kikuo Fujimura
    Pages 143-156

  9. Conclusions

    • Kikuo Fujimura
    Pages 157-160

  10. Back Matter

    Pages 161-178
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Keywords

About this book

Computer Science Workbench is a monograph series which will provide you with an in-depth working knowledge of current developments in computer technology. Every volume in this series will deal with a topic of importance in computer science and elaborate on how you yourself can build systems related to the main theme. You will be able to develop a variety of systems, including computer software tools, computer graphics, computer animation, database management systems, and computer-aided design and manufacturing systems. Computer Science Workbench represents an important new contribution in the field of practical computer technology. TOSIYASU L. KUNII To my parents Kenjiro and Nori Fujimura Preface Motion planning is an area in robotics that has received much attention recently. Much of the past research focuses on static environments - various methods have been developed and their characteristics have been well investigated. Although it is essential for autonomous intelligent robots to be able to navigate within dynamic worlds, the problem of motion planning in dynamic domains is relatively little understood compared with static problems.

Authors and Affiliations

  • Department of Computer and Information Science, The Ohio State University, Columbus, USA

    Kikuo Fujimura

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