Abstract
Time series analysis (TSA) based on multi-temporal polarimetric synthetic aperture radar (PolSAR) images can deeply mine the scattering characteristics of objects in different stages and improve the interpretation effect, or help to extract the range of surface changes. However, as far as classification is concerned, it is difficult to directly generate the classification map for a new temporal image, by the use of conventional TSA or change detection methods. Once some labeled samples exist in historical temporal images, semi-supervised domain adaptation (DA) is able to use historical label information to infer the categories of pixels in the new image, which is a potential solution to the above problem. In this paper, a novel semi-supervised DA algorithm is proposed, which inherits the merits of maximum margin criterion and principal component analysis in the DA learning scenario. Using a kernel mapping function established on the statistical distribution of PolSAR data, the proposed algorithm aims to find an optimal subspace for eliminating domain influence and keeping the key information of bi-temporal images. Experiments on both UAVSAR and Radarsat-2 multi-temporal datasets show that, superior classification results with the average accuracy of about 80% can be obtained by a simple classifier trained with historical labeled samples in the learned low- dimensional subspaces.
Highlights
Owing to its advantages of all-day, all-weather and multi-polarization, polarimetric synthetic aperture radar (PolSAR) has become an important part of earth observation system [1]
The first group is based on a multi-temporal PolSAR dataset obtained by the airborne UAVSAR system in Winnipeg, Canada
The second group is based on another multi-temporal PolSAR dataset obtained by the Radarsat-2 satellite in Erguna, China
Summary
Owing to its advantages of all-day, all-weather and multi-polarization, polarimetric synthetic aperture radar (PolSAR) has become an important part of earth observation system [1]. In recent years, it has been widely used in land cover classification [2,3,4], target detection [5], hazard assessment [6,7], surface parameter inversion [8,9] and other fields. FFigiguurere4.4.GGrorouunnddtrturuththmmaappaannddclcalasssisfiifciacatitoionnmmaappssininWWininnnipipegeg(S(DSD: :AA->->TTDD: :CC),),ggenenerearatetdedbbyy ddiffifefreernetnmt metehtohdosd:s(:a()a)GGroruonudndtrturtuht;h(;b()bD) DAAC;C(;c)(cT)CTAC+AD+DAACC; (;d()dS) SSTSCTCAA+D+DAACC; (;e()e)MMIDIDAA++DDAACC; ;(f()f) SMSMIDIDAA++DDAACC; ;(g(g))SSMMbbDDAA++DDAACC;;((hh))WWSSMMbbDDAA++DDAACC..
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