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Multi-Scale PIIFD for Registration of Multi-Source Remote Sensing Images 被引量:1
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作者 Chenzhong Gao Wei Li 《Journal of Beijing Institute of Technology》 EI CAS 2021年第2期113-124,共12页
This paper aims at providing multi-source remote sensing images registered in geometric space for image fusion.Focusing on the characteristics and differences of multi-source remote sensing images,a feature-based regi... This paper aims at providing multi-source remote sensing images registered in geometric space for image fusion.Focusing on the characteristics and differences of multi-source remote sensing images,a feature-based registration algorithm is implemented.The key technologies include image scale-space for implementing multi-scale properties,Harris corner detection for keypoints extraction,and partial intensity invariant feature descriptor(PIIFD)for keypoints description.Eventually,a multi-scale Harris-PIIFD image registration algorithm framework is proposed.The experimental results of fifteen sets of representative real data show that the algorithm has excellent,stable performance in multi-source remote sensing image registration,and can achieve accurate spatial alignment,which has strong practical application value and certain generalization ability. 展开更多
关键词 image registration MULTI-SOURCE remote sensing SCALE-SPACE Harris corner partial intensity invariant feature descriptor(PIIFD)
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Introduction to an Invariant Quantity Method
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作者 刘桂复 《Advances in Atmospheric Sciences》 SCIE CAS CSCD 1996年第1期59-66,共8页
It is impossible,mathematically, to use a time series which is regarded as a set of observational facts of a dynamicsystem to reconstruct the particular system.Physically, however, with a few assumptions put, a dynami... It is impossible,mathematically, to use a time series which is regarded as a set of observational facts of a dynamicsystem to reconstruct the particular system.Physically, however, with a few assumptions put, a dynamic system canbe rebuilt approximately by means of observational facts.This is the goal of the so called invariant quantity method(IQM),whose research and experiment are of potential significance to atmospheric sciences. 展开更多
关键词 Dynamic system and semiflow Characteristic line of first order partial differential equation Conservation law and invariant quantity
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