首页> 外国专利> TOPOLOGICAL MAP ARITHMETIC DEVICE FOR CONSIDERING CONTINUITY IN INPUT PATTERN CHANGE AND ITS METHOD

TOPOLOGICAL MAP ARITHMETIC DEVICE FOR CONSIDERING CONTINUITY IN INPUT PATTERN CHANGE AND ITS METHOD

机译:考虑输入图案变化连续性的拓扑图算法及其方法

摘要

PROBLEM TO BE SOLVED: To efficiently learn a topological map by using sensor information and motion information (a continuity of movement and a mobile direction), etc., which are collected by the movement of a mobile body such as a mobile robot, etc., inside environment. SOLUTION: A Wiener unit candidate aggregation calculating means 102 calculates Wiener unit candidate aggregation being the aggregation of Wiener unit candidates corresponding to an input vector in a present input timing on a topological map 101. The means 102 calculates Wiener unit aggregation based on a Wiener unit which is calculated in a past input timing close to the present input timing, for example. A Wiener unit calculating means 103 calculates the Wiener unit corresponding to the input vector in the present input timing as the unit which receives the max. unit within the units included in Wiener unit candidate aggregation which is calculated by the Wiener unit candidate aggregation calculating means 102.
机译:解决的问题:通过使用传感器信息和运动信息(运动和移动方向的连续性)等有效地学习拓扑图,这些信息是由诸如移动机器人等移动体的运动收集的。 ,内部环境。解决方案:维纳单元候选集合计算装置102计算维纳单元候选集合,该维纳单元候选集合是在拓扑图101上的当前输入定时中与输入向量相对应的维纳单元候选的集合。装置102基于维纳单元计算维纳单元集合。例如,在接近当前输入定时的过去输入定时中计算出其值。维纳单元计算装置103计算与当前输入定时中的输入向量相对应的维纳单元,作为接收最大值的单元。由维纳候选候选集合计算装置102计算出的维纳候选候选集合中包括的单位内的最小单位。

著录项

  • 公开/公告号JPH1040231A

    专利类型

  • 公开/公告日1998-02-13

    原文格式PDF

  • 申请/专利权人 FUJITSU LTD;

    申请/专利号JP19960194873

  • 发明设计人 MAEDA YOSHIHARU;

    申请日1996-07-24

  • 分类号G06F15/18;

  • 国家 JP

  • 入库时间 2022-08-22 03:07:16

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