等腰三角形隶属函数构造的新方法
首发时间:2019-04-10
摘要:为了解决三角形识别的问题,本文基于三角形三条特殊的线,对等腰三角形隶属函数提出三种新的构造方法,即"中线与垂线"方法、"角平分线与垂线"方法、"角平分线与中线"方法。从而建立三个等腰三角形隶属函数模型,并加以验证,通过对三种隶属函数隶属度散点图的对比与分析,得出适用于计算三角形隶属度的方法。此方法从三线的角度更加精确地对等腰三角形识别进行规范处理与应用。
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A New Method for Constructing Isosceles Triangle Membership Functions
Abstract:In order to solve the problem of triangle identification, based on the three special lines of triangles, this paper proposes three new construction methods for isosceles triangle membership functions, namely, the " midline and perpendicular" method, the " angular bisector and perpendicular" method, and the " angular bisector and midline" method. Therefore, three isosceles triangle membership function models are established and verified. Through comparison and analysis of scatter plots of membership degrees of the three membership functions, a method suitable for calculating triangle membership degrees is obtained. This method can more accurately standardize and apply isosceles triangle recognition from the perspective of three lines.
Keywords: Three special lines of triangle Membership function degree of membership
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