数字制图综合——以制图线为例探讨其阈值和阶段

Q3 Social Sciences
Szczepan Budkowski
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引用次数: 0

摘要

空间数据的数字化泛化一直是世界上许多研究中心的研究目标。本文介绍了制图综合的演变,引起读者注意其性质从模拟到数字的变化。尽管时间的推移和技术的发展,不幸的是,科学家们尚未开发出一种统一的自动泛化算法。阻碍这一过程的因素之一是整个过程的高度复杂性和复杂性。本文试图回答这个问题,并通过创建一个阈值和阶段的建议来解决数字制图综合的问题,这些阈值和阶段取决于普遍化对象的点数比例。该出版物试图通过检查数字泛化算法和设置其阈值来检查应用绘画识别客观标准的可能性。该出版物的实际目的是在Chrobak算法的例子上给出泛化阈值。根据点的百分比份额来选择泛化阈值的建议是一种使用起来和实现起来一样简单的解决方案。基于3 -sigma规则定义区间的方法是一种保证所获得的结果符合正态分布的概率密度函数特征的解决方案,它将最客观地定义单个区间。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Digital Cartographic Generalization – Study of Its Thresholds and Stages in Example of Cartographic Line
Digital generalization of spatial data has been the goal of the research in many research centers around the world. This article presents the evolution of cartographic generalization, drawing the reader’s attention to the change of its nature from analog to digital. Despite the passage of time and developing technologies, scientists have unfortunately yet to develop a uniform automatic generalization algorithm. One of the factors that hinder this process is the high complexity and complication of the whole process. The article is an attempt to answer this problem and addresses the issue of digital cartographic generalization by creating a proposal of thresholds and stages of cartographic generalization depending on the ratios of the numbers of points of generalized objects. The publication attempts to examine the possibility of applying an objective criterion of drawing recognition by examining digital generalization algorithms and setting its thresholds. The practical aim of the publication is to present generalization thresholds on the example of Chrobak’s algorithm. The proposal to make the selection of generalization thresholds dependent on the percentage share of points is a solution that is as simple to use as it is to implement. The method of defining intervals based on the three-sigma rule is a solution that guarantees that the obtained results will be characteristic of the probability density function of the normal distribution, which will define individual intervals most objectively.
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来源期刊
Geomatics and Environmental Engineering
Geomatics and Environmental Engineering Earth and Planetary Sciences-Computers in Earth Sciences
CiteScore
2.30
自引率
0.00%
发文量
27
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