空间推理

GIS中拓扑关系及空间推理研究

Study on Topological Relationship and Spatial Reasoning in GIS

空间推理是指利用空间理论和人工智能AI（ArtificialIntelligence）对空间对象进行表示和推理。

Spatial reasoning is the representation and reasoning of the space object used spatial theory and artificial intelligence .

经过十余年的发展，定性空间推理（QualitativeSpatialReasoning，QSR）已成为人工智能的一个重要研究领域。

After dozens of years development , the qualitative spatial reasoning ( QSR ) has become a very important research area in artificial intelligence .

近年来，定性空间推理的快速发展，也促进了GIS的发展，地理信息系统成为定性空间推理最成熟也最广泛的应用领域。

In recent years , spatial reasoning has great development , at the same time it promotes the development of GIS that has become the most widely and mature application domain of spatial reasoning .

简要地介绍了多Agent技术，并以资源配送系统中的动态路径规划为研究对象，提出了一种基于模糊集混合空间推理理论的多Agent动态路径规划方法。

This paper have introduced the Multi-Agent technology and taken the layout-way of the dynamic route in the resource-distribute-system as study object . And bring forward a Multi-Agent dynamic route layout way that it is based on mixing-vague-space theory .

基于案例的过程表达模型的研究，既是CBR在地学应用的基础理论研究也是GIS扩充空间推理能力的理论基础。

Therefore , the study of representing the process model based on case is not only the application basic theory of CBR used in geological area but also enhance the ability of GIS in spatial reasoning .

要想解决这些问题，就要对定性空间推理进行深入研究，并将定性空间表示、推理和空间相似性等研究结果应用到GIS中去，使GIS能满足人们日益提高的检索需求。

To solve these problems , we should study qualitative spatial reasoning and apply the research results of qualitative spatial reasoning , qualitative spatial representation and spatial similarity to the GIS system , so that GIS can fully meet the increasing needs .

将人工智能中有关推理、分析的技术引入到GIS中，使GIS能够具备一定的空间推理分析能力，将弥补GIS对于决策支持方面的不足，发挥其效能，使之能够解决更为复杂的问题。

Now , we import the technique about analysis and reasoning in the AI to GIS in order to make the GIS have some definite ability about spatial analysis and reasoning , which will make up the limitation of GIS on the decision-making support and exert its efficiency .

其次，介绍了空间推理和定性推理。

Second , spatial reasoning and qualitative spatial reasoning are presented .

T水平较高者，则具有较好的空间推理能力。

Girls with higher level of testosterone have better spatial ability .

集成多方面信息的定性空间推理及应用

Integrating Multi - Aspect Information for Qualitative Spatial Reasoning and Application

定性空间推理中区域连接演算的多维扩展

Multi-Dimensional Extension for Region Connection Calculus in Qualitative Spatial Reasoning

拓扑和形状是定性空间推理研究的关键问题。

Topology and shape are key problems in QSR research .

基于定性空间推理的多层空间关联规则挖掘算法

A Multi-level Spatial Association Rules Mining Algorithm Based on Qualitative Spatial Reasoning

音乐学习能提高儿童的空间推理能力。

Learning music may enhance the child 's spatial ability .

定性空间推理与空间数据挖掘技术

Technology of Qualitative Spatial Reasoning and Spatial Data Mining

定性空间推理技术及应用研究

Study on Technology and Application of Qualitative Spatial Reasoning

定性空间推理与空间方向关系研究

Study on Qualitative Spatial Reasoning and Spatial Direction Relationship

混合维拓扑和尺寸关系的定性空间推理

Qualitative Spatial Reasoning for Multi-Dimensional Topology and Size Relations

一种基于模糊集的混合空间推理方法

A hybrid spatial reasoning approach based on fuzzy sets

空间推理是态势估计中的一个重要组成部分。

Spatial reasoning plays an important role in situation assessment ( SA ) .

基于层次空间推理的交通网络行车最优路径算法

An Optimum Vehicular Path Algorithm for Traffic Network Based on Hierarchical Spatial Reasoning

空间推理的基础理论以及相应算法也在不断地创新和发展。

The basic theory and algorithm of spatial reasoning are developing and innovating continually .

空间推理和空间知识表示研究进展

Study of Spatial Reasoning and Spatial Knowledge Representation

基于常识的空间推理研究

Research on Spatial Reasoning Based on General Knowledge

基于层次空间推理的公交最优乘车方案

Public Transit Optimization Based on Spatial Hierarchical Reasoning

定性路径是定性空间推理的一个基本概念。

A qualitative path representation and reasoning method based on Voronoi diagram is presented .

提出探索适宜空间推理过程数据模型的需求。

It proposed the demand of exploring the process data model suitable to spatial reasoning .

定性空间推理的研究与进展

Researches and Development of Qualitative Spatial Reasoning

基于面向对象知识表达的空间推理决策及应用

Object-Oriented Spatial Knowledge Representation and Its Application