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Multispectral Image Intrinsic Decomposition via Subspace Constraint

机译:通过子空间约束进行多光谱图像固有分解

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Multispectral images contain many clues of surface characteristics of the objects, thus can be used in many computer vision tasks, e.g., recolorization and segmentation. However, due to the complex geometry structure of natural scenes, the spectra curves of the same surface can look very different under different illuminations and from different angles. In this paper, a new Multispectral Image Intrinsic Decomposition model (MIID) is presented to decompose the shading and reflectance from a single multispectral image. We extend the Retinex model, which is proposed for RGB image intrinsic decomposition, for multispectral domain. Based on this, a subspace constraint is introduced to both the shading and reflectance spectral space to reduce the ill-posedness of the problem and make the problem solvable. A dataset of 22 scenes is given with the ground truth of shadings and reflectance to facilitate objective evaluations. The experiments demonstrate the effectiveness of the proposed method.
机译:多光谱图像包含物体表面特征的许多线索,因此可以用于许多计算机视觉任务,例如重新着色和分割。但是,由于自然场景的复杂几何结构,同一表面的光谱曲线在不同的光照和不同的角度下看起来可能会非常不同。本文提出了一种新的多光谱图像本征分解模型(MIID),以分解单个多光谱图像的阴影和反射率。我们扩展了针对多光谱域的针对RGB图像固有分解的Retinex模型。基于此,在阴影和反射光谱空间中都引入了子空间约束,以减少问题的不适定性并使问题可解决。给出了22个场景的数据集,其中包含阴影和反射率的地面真相,以便于进行客观评估。实验证明了该方法的有效性。

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