TY - JOUR
T1 - An efficient cost calculation method for disparity estimation of stereo matching considering shadow occlusion
AU - Sha, Hongjun
AU - Yuan, Wei
AU - Wang, Xunping
AU - Yuan, Xiuliu
AU - Koshimura, Shunichi
N1 - Publisher Copyright:
© 2025 Wuhan University. Published by Informa UK Limited, trading as Taylor & Francis Group.
PY - 2025
Y1 - 2025
N2 - This research work proposes a novel cost calculation method that considers shadow occlusion areas to address the issues of poor disparity estimation in urban areas, termed Matching Cost based on Shadow Properties (MCSP), error estimation of the shadow occlusion area, which not only considers the problem of disparity error estimation in the shadow occlusion areas but also considers the problem of edge integrity and smoothness in the disparity estimation results. Firstly, a shadow detection model is established through the double constraints of spatial angle and distance to detect and mark the shadow areas in complex scenarios self-adaptively. This makes the model robust and overcomes the singleness of the threshold segmentation method. Then, an edge feature term considering both the shadow and non-shadow areas is constructed and introduced into the matching cost calculation to form MCSP that can make the edges of the disparity estimation results as complete and smooth as possible. To verify the optimization ability and transferability of MCSP, the MCSP cost is integrated into three classical disparity estimation algorithms respectively. The experimental results demonstrate that the MCSP is suitable for both aerial images and satellite remote sensing images. The qualitative and quantitative evaluation results show that MCSP is superior to two classical cost calculation methods and shows good transferability and applicability in the popular disparity estimation algorithms, which can significantly enhance the definition of the edges of the ground objects and improve the quality of the disparity estimation in the shadow occlusion areas.
AB - This research work proposes a novel cost calculation method that considers shadow occlusion areas to address the issues of poor disparity estimation in urban areas, termed Matching Cost based on Shadow Properties (MCSP), error estimation of the shadow occlusion area, which not only considers the problem of disparity error estimation in the shadow occlusion areas but also considers the problem of edge integrity and smoothness in the disparity estimation results. Firstly, a shadow detection model is established through the double constraints of spatial angle and distance to detect and mark the shadow areas in complex scenarios self-adaptively. This makes the model robust and overcomes the singleness of the threshold segmentation method. Then, an edge feature term considering both the shadow and non-shadow areas is constructed and introduced into the matching cost calculation to form MCSP that can make the edges of the disparity estimation results as complete and smooth as possible. To verify the optimization ability and transferability of MCSP, the MCSP cost is integrated into three classical disparity estimation algorithms respectively. The experimental results demonstrate that the MCSP is suitable for both aerial images and satellite remote sensing images. The qualitative and quantitative evaluation results show that MCSP is superior to two classical cost calculation methods and shows good transferability and applicability in the popular disparity estimation algorithms, which can significantly enhance the definition of the edges of the ground objects and improve the quality of the disparity estimation in the shadow occlusion areas.
KW - dense image matching
KW - Disparity estimation
KW - shadow occlusion
KW - transferability
UR - http://www.scopus.com/inward/record.url?scp=105004297332&partnerID=8YFLogxK
UR - http://www.scopus.com/inward/citedby.url?scp=105004297332&partnerID=8YFLogxK
U2 - 10.1080/10095020.2025.2487138
DO - 10.1080/10095020.2025.2487138
M3 - Article
AN - SCOPUS:105004297332
SN - 1009-5020
JO - Geo-Spatial Information Science
JF - Geo-Spatial Information Science
ER -