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直线参数化方式的优化设计
引用本文:胡占义,杨长江,汪威,马颂德.直线参数化方式的优化设计[J].自动化学报,1998,24(3):307-314.
作者姓名:胡占义  杨长江  汪威  马颂德
作者单位:1.中国科学院自动化研究所国家模式识别实验室,北京
基金项目:国家“八六三”高技术发展计划,国家自然科学基金
摘    要:提出了一条设计直线参数化方式的新标准--递归性标准,它和作者在"Three conditions of a good line parameterization"文中提出的唯一性、有界性、均匀性三条标准一起构成了评价 直线参数化方式优劣的新框架.根据上述四条标准,证明了不存在同时满足这四条标准的直线参 数化方式t和直线参数化方式c= ax+ (ao-lal)y, a∈-a0 ,a0)不但满足唯一性、有界性和递归性 标准,而且可以获得均匀性标准的最优近似.

关 键 词:Hough变换    直线参数化方式    唯一性标准    有界性标准    均匀性标准    递归性标准
收稿时间:1996-5-6
修稿时间:1996-05-06

The Optimal Design of Line Parameterization
HU ZHANYI,YANG CHANGJ IANG,WANG WEI,MA SONGDE.The Optimal Design of Line Parameterization[J].Acta Automatica Sinica,1998,24(3):307-314.
Authors:HU ZHANYI  YANG CHANGJ IANG  WANG WEI  MA SONGDE
Affiliation:1.National Laboratory of Pattern Recognition,Institute of Automation,Chinese Academy of Sciences,Beijing
Abstract:In this paper, a new criterion, namely recursiveness,is introduced, which along with the three criteria previously introduced by Hu Z et al in his paper "Three conditions of a good line parameterization", (i. e. , uniqueness, boundedness and uniformness ) makes up a new framework for the design of line parameterizations. By the above four criteria, it is proved that there does not exist a line parameterization which could satisfy all the four criteria at the same time, and that the line parameterization, formulated as c= ax+ (ao-lal)y, a∈-a0 ,a0), where a0 is an arbitrary positive number, can not only satisfy the uniqueness, boundedness, and recursiveness criteria, but also achieve the best goodness to the uniformness one.
Keywords:Hough transform  line parameterization  uniqueness  boundedness  uniformness  recursiveness    
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