17.1 AI x Robotics: Technology Challenges and Opportunities in Sensors, Actuators, and Integrated Circuits

M. Fujita
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引用次数: 1

Abstract

In 1956 at the Dartmouth conference, the terminology of artificial intelligence (AI) was first used. In those days it was also called as symbolic AI (Symbolic-AI) [1]. For example, let us assume a block world problem in Fig 17.1.1 (right), where a block is represented as a symbol, “Block1”, and it can be operated by operators such as “PICKUP(Block1). In order to apply the operator “PICKUP” to the target object, “Block1”, the AI system has to check the pre-condition such as “CLEAR Block1”, which means there is no object on “Block1”. The Fig. 17.1.1 (right) shows an example of a task from State-A to State-B. The system has to search the possible operators and the pre-conditions so that State-B is achieved. There are many basic algorithms developed in Symbolic-AI era, which are often used today including the A*-search algorithm. Shakey is the representative example of intelligent robots based on Symbolic-AI. It was a wheel-based movable robot equipped with a TV-camera, Laser-Range-Finder, etc. It can move blocks in the real world using Symbolic-AI technologies. Its behavior control architecture is shown in Fig 17.1.1 (left). It has three steps, SENSE, PLAN, and ACT. Therefore, it is known as the SENSE-PLAN-ACT architecture. It is computationally intensive especially in the PLAN computation, therefore it is difficult if the environment is dynamically changing.
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17.1人工智能x机器人:传感器、执行器和集成电路中的技术挑战和机遇
1956年,在达特茅斯会议上,首次使用了人工智能(AI)这个术语。在当时,它也被称为符号人工智能(symbolic -AI)[1]。例如,让我们假设图17.1.1(右)中的一个块世界问题,其中一个块被表示为符号“Block1”,并且它可以由诸如“拾取(Block1)”之类的运算符进行操作。为了将操作员“拾取”应用于目标物体“Block1”,人工智能系统必须检查“CLEAR Block1”等先决条件,这意味着“Block1”上没有物体。图17.1.1(右)显示了从状态a到状态b的任务示例。系统必须搜索可能的操作符和先决条件,以达到状态b。在Symbolic-AI时代开发了许多基本算法,包括A*搜索算法,这些算法现在经常使用。Shakey是基于Symbolic-AI的智能机器人的代表。它是一种轮式可移动机器人,配有电视摄像机、激光测距仪等。它可以使用Symbolic-AI技术在现实世界中移动方块。其行为控制架构如图17.1.1(左)所示。它有三个步骤:感知、计划和行动。因此,它被称为SENSE-PLAN-ACT架构。特别是在PLAN计算中,计算量非常大,因此在环境动态变化的情况下很难实现。
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