Endoscope image mosaic based on pyramid ORB

•The key to endoscopic image mosaics success is the accuracy of image registration and fusion.•This paper uses the Gaussian Pyramid to improve the simple ORB-oriented algorithm.•The improved method reduces the calculation and storage requirements and improves the image registration efficiency.•The p...

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Bibliographic Details
Published inBiomedical signal processing and control Vol. 71; p. 103261
Main Authors Zhang, Ziyan, Wang, Lixiao, Zheng, Wenfeng, Yin, Lirong, Hu, Rongrong, Yang, Bo
Format Journal Article
LanguageEnglish
Published Elsevier Ltd 01.01.2022
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Summary:•The key to endoscopic image mosaics success is the accuracy of image registration and fusion.•This paper uses the Gaussian Pyramid to improve the simple ORB-oriented algorithm.•The improved method reduces the calculation and storage requirements and improves the image registration efficiency.•The pyramid ORB algorithm solves the problem that the ORB does not have scale invariance.•The pyramid ORB is more suitable for minimally invasive surgery endoscopic image mosaic. The primary method of endoscopic image mosaics seamlessly mosaics several continuous and overlapping endoscopic images to have a broader vision and clearer images. The key to its success is the accuracy of image registration and fusion. This paper uses the Gaussian Pyramid to improve the simple ORB-oriented algorithm. The experimental results show that the pyramid sphere algorithm has invariability, good robustness in scale change and rotation change, high registration accuracy, and the stitching speed is about 10 times that of SIFT. The improved method has more efficient feature extraction and expression methods, reduces the calculation and storage requirements, and improves the image registration efficiency. The pyramid ORB algorithm solves the problem that the ORB does not have scale invariance. The pyramid ORB is more suitable for minimally invasive surgery endoscopic image mosaic through theoretical analysis and experimental verification. The algorithm has good robustness and real-time performance.
ISSN:1746-8094
1746-8108
DOI:10.1016/j.bspc.2021.103261