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DCT and PCA Based Method for Shape from Focus

机译:焦点形状的DCT和PCA方法

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摘要

Discrete Cosine Transform (DCT) and Principal Component Analysis (PCA) are widely used in computer vision applications. In this paper, we introduce a new SFF method based on DCT and PCA. Contrary to computing focus quality locally by summing all values in a 2D or 3D window obtained after applying a focus measure, a vector consisting of seven neighboring pixels is populated for each pixel in the image volume. PCA is applied on the AC part of the DCT of each vector in the sequence to transform data into eigenspace. Considering the first feature, as it contains maximum variation, and discarding all others, is employed to compute the depth. Though DCT and PCA are both computationally expensive transformations, the reduction in data elements and algorithm iterations have made the new approach efficient. Experimental results are presented to demonstrate the effectiveness of new method by using three different image sequences.
机译:离散余弦变换(DCT)和主成分分析(PCA)广泛用于计算机视觉应用中。在本文中,我们介绍了一种基于DCT和PCA的新的SFF方法。与在施加焦点测量之后获得的2D或3D窗口中的所有值求和局部地相反,彼此概括地,填充由图像体积中的每个像素组成的七个相邻像素组成的向量。 PCA应用于序列中每个载体的DCT的AC部分,以将数据转换为EIGenspace。考虑到第一个功能,因为它包含最大变化,并采用所有其他功能来计算深度。虽然DCT和PCA既是计算昂贵的转换,但数据元素和算法迭代的减少都使得新的方法有效。提出了实验结果来证明通过使用三种不同的图像序列来证明新方法的有效性。

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