基于最大曲率的单参数线化简算法的最优参数选择

Xiao-li Wang, Cheng-Shun Jiang, Qing-hui Sun
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引用次数: 0

摘要

线化简算法是地理信息处理中的重要方法,结果数据中的点数决定了化简比例。在样本数据的基础上,采用曲线拟合的方法建立参数与点数之间的曲线函数,在参数取值范围内找出曲率最大的曲线点,并以该点对应的参数值作为最优参数值。定性和定量地揭示了参数与简化算法之间的关系,并提出了确定最优简化参数值的最大曲率法。综上所述,通过分析受参数影响的因素,对大量线段数据进行简化,在最大曲率点确定最优参数值是可行的。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Selecting Optimal Parameter Value of Single Parameter Line Simplification Algorithm Based on Maximum Curvature
Line simplification algorithm is an important method in geographic information processing, and point number in result data determines simplification ratio. Based on sample data, curve function is established between parameter and point number using method of curve fit, then curve point with maximum curvature is found out in parameter value range, and the parameter value corresponding with this point acts as optimal parameter value. Law between parameter with simplification algorithm is revealed qualitatively and quantitatively, and maximum curvature method determining optimal simplification parameter value is also put forward. As a conclusion, it’s feasible for simplifying large amount of lines data by analyzing factors affected by parameter and for confirming optimal parameter value at maximum curvature point.
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