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Forstner改进算法在Radon变换峰值检测中的应用
引用本文:郝莹,王利强.Forstner改进算法在Radon变换峰值检测中的应用[J].微电子学与计算机,2008,25(12).
作者姓名:郝莹  王利强
作者单位:北京建筑工程学院
基金项目:建设部研究开发基金,北京市自然科学基金
摘    要:基于Forsmer算子的基本原理,提出了一种在Radon变换后峰值检测的新方法.为了优化Forsmer算子计算复杂度,对Forsmer算子兴趣值的计算做了改进,并设置了新的阈值.通过实验应用到Radon变换峰值检测中,实验表明该算法在峰值检测中非常有效.

关 键 词:Radon变换  峰值检测  Forsmer算子

An Improved Algorithm of Forstner Operator in the Application of Peaking Value Measurement in the Radon Transform
HAO Ying,WANG Li-qiang.An Improved Algorithm of Forstner Operator in the Application of Peaking Value Measurement in the Radon Transform[J].Microelectronics & Computer,2008,25(12).
Authors:HAO Ying  WANG Li-qiang
Abstract:An improved algorithm of peaking value measurement in the Radon transform was proposed based on the basic principles of the Forstner operator. The Forstner Operator computation order of complexity was improved according to change the original Forstner measure and set the new threshold value. The algorithm was applied in peaking value measurement of the Radon transform through the experiment. As the experimental results show that the new algorithm is very efficient in peaking value measurement.
Keywords:Radon transform  peaking value measurement  Forsmer operator
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