Paper
9 December 2015 A registration algorithm of improved correlation coefficient for image of rotation and scaling
Chun-tao Wei, Tao Hu, Kai-min Yuan
Author Affiliations +
Proceedings Volume 9808, International Conference on Intelligent Earth Observing and Applications 2015; 98080X (2015) https://doi.org/10.1117/12.2207599
Event: International Conference on Intelligent Earth Observing and Applications, 2015, Guilin, China
Abstract
In stereo vision technology, image matching is one of the most important parts, and the coefficient of correlation matching is recognized to be more mature and stable matching algorithm. Correlation coefficient method has high sensitivity to image rotation, but do not have rotation invariance, and require a large computational complexity. Because of this it cannot be widely applied in the field of real-time image matching. This paper is aimed at this drawback to make its computational complexity greatly reduced, posses the scale and rotation invariance, so as to meet the requirements of real-time image matching system, this paper proposes a image registration algorithm of accurate registration combined with Fourier-Mellin transform and Radon transform of image. After the introduction of Fourier transform and correlation coefficient method to detect the correct rotation factor and scale factor, it is provided a reliable basis for correlation coefficient method of image registration to achieve both rotation and scaling invariance, image using this method is verified by the experiments on the feasibility of the registration, the registration accuracy is improved.
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Chun-tao Wei, Tao Hu, and Kai-min Yuan "A registration algorithm of improved correlation coefficient for image of rotation and scaling", Proc. SPIE 9808, International Conference on Intelligent Earth Observing and Applications 2015, 98080X (9 December 2015); https://doi.org/10.1117/12.2207599
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Cited by 1 scholarly publication.
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KEYWORDS
Image registration

Fourier transforms

Radon transform

Evolutionary algorithms

Image restoration

Transform theory

Digital imaging

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