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基于仿射变换模型的图象特征点集配准方法研究
引用本文:章权兵,罗斌,韦穗,杨尚骏.基于仿射变换模型的图象特征点集配准方法研究[J].中国图象图形学报,2003,8(10):1121-1125.
作者姓名:章权兵  罗斌  韦穗  杨尚骏
作者单位:安徽大学计算智能与信号处理实验室,安徽大学计算智能与信号处理实验室,安徽大学计算智能与信号处理实验室,安徽大学数学系 合肥 230039,合肥 230039,合肥 230039,合肥 230039
基金项目:国家自然科学基金项目(60143003),安徽省教育厅自然科学研究项目(2003KJ005)
摘    要:图象配准是计算机视觉中目标识别的一种基本方法,其目的是在待识别图象中寻找与模型图象的最佳匹配.目前,对于图象间的变换为相似变换的情形已有闭合公式.本文则分别运用最小二乘和矩阵伪逆两种方法,对图象间的变换为仿射变换的情形进行了研究,并给出了简单的闭合公式.实验表明这种方法精确、稳定、受噪声影响小.

关 键 词:计算机图象处理(520·6040)  配准  仿射变换  最小二乘  伪逆
文章编号:1006-8961(2003)10-1121-05
修稿时间:2003年1月13日

Registration for Feature Point Sets Based on Affine Transformation
ZHANG Quan-bing,LUO Bin,WEI Sui and Yang Shangjun.Registration for Feature Point Sets Based on Affine Transformation[J].Journal of Image and Graphics,2003,8(10):1121-1125.
Authors:ZHANG Quan-bing  LUO Bin  WEI Sui and Yang Shangjun
Abstract:This work investigates the image registration from feature point sets. Image registration is a fundamental object recognition method in computer vision and it aims to find best matches between two or more point sets when there are geometric distortions, point measurement errors and contamination present. Up to now > closed form solution has been developed only when the geometric distortion is similarity transformation. This paper concentrates on image registration from feature point sets when the geometric distortion between the two images is affine transformation and gives closed form solution for the transformation parameters that minimize the root-mean-squared residual error of the image points by the linear least-squares techniques and the pseudo-inverse of matrix respectively. In order to give the simple closed form solution, the image points are represented by homogeneous coordinates and the theories of matrix are used. The algorithms are evaluated on both synthetic and real world images and the experiment results show that the methods given in this paper are accurate, stable and are only affected slightly by noise.
Keywords:Computer image processing  Image registration  Affine transformation  Least-squares  Pseudo-
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