首页>
外文OA文献
>Joint Geometric and Photometric Direct Image Registration Based on Lie Algebra Parameterization
【2h】
Joint Geometric and Photometric Direct Image Registration Based on Lie Algebra Parameterization
展开▼
机译:基于李代数参数化的几何和光度联合直接图像配准
展开▼
免费
页面导航
摘要
著录项
相似文献
相关主题
摘要
In this paper, we consider direct image registration problem which estimate the geometric and photometric transformations between two images. The efficient second-order minimization method (ESM) is based on a second-order Taylor series of image differences without computing the Hessian under brightness constancy assumption. This can be done due to the fact that the considered geometric transformations is Lie group and can be parameterized by its Lie algebra. In order to deal with lighting changes, we extend ESM to the compositional dual efficient second-order minimization method (CDESM). In our approach, the photometric transformations is parameterized by its Lie algebra with compositional operation, which is similar to that of geometric transformations. Our algorithm can give a second-order approximation of image differences with respect to geometric and photometric parameters. The geometric and photometric parameters are simultaneously obtained by non-linear least-square optimization. Our algorithm preserves the advantages of the original ESM method which has high convergence rate and large capture radius. Experimental results show that our algorithm is more robust to lighting changes and has higher registration accuracy compared to previous algorithms.
展开▼