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点、多边形拓扑关系与多边形顺、逆判断优化算法
引用本文:刘梁. 点、多边形拓扑关系与多边形顺、逆判断优化算法[J]. 测绘与空间地理信息, 2007, 30(1): 84-86
作者姓名:刘梁
作者单位:山东煤田地质局物探测量队,山东,泰安,271021
摘    要:点与多边形拓扑关系判断是空间拓扑分析的重要内容之一,基于以往算法不可靠和过于复杂的缺点,本文提出了面积判断法,很好地解决了上述问题,且对于含有孤岛的多边形仍然有效。矢量多边形坐标存储顺、逆时针的判断是数据验证、数据转换必不可少的一项,但对于此种算法少有提及,为此本文提出了外围判断法,可以较为简单地完成此项任务,填补了此类算法的空白。

关 键 词:拓扑判断  面积判断法  外围判断法  数据转换
文章编号:1672-5867(2007)01-0084-03
修稿时间:2006-05-20

An Optimized Algorithm to Determine Topo-relation Between Point and Polygon and Clockwise or Anti-clockwise in Polygon
LIU Liang. An Optimized Algorithm to Determine Topo-relation Between Point and Polygon and Clockwise or Anti-clockwise in Polygon[J]. Geomatics & Spatial Information Technology, 2007, 30(1): 84-86
Authors:LIU Liang
Abstract:Analysis of topological relation between point and polygon is an important component of topological analysis.Because the old algorithm is too uncertain and complicate to use,this paper proposes area-judgement method to solve those problems.That algorthm is suitable to polygon with isolated islands too.It is necessary to determine whether a polygon's coordinates are stored in clockwise or anti-clockwise order for data check and data transformation.But there only a small quality of such algorithm is shown.Therefore,this paper proposes the periphery judgement method and such analysis will be finished easily.It is a supplement of such algorithm.
Keywords:topological analysis  area-judgement  periphery judgement  data transformation
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