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Computational algorithm for unified focus and defocus analysis for 3D scene recovery

机译:用于3D场景恢复的统一焦点和散焦分析的计算算法

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Abstract: The theory of Unified Focus and Defocus Analysis (UFDA) was presented by us earlier and it was extended to use both classical optimization technique and regularization approach for 3D scene recovery. In this paper we present a computational algorithm for UFDA which uses variable number of images in an optimal fashion. UFDA is based on modeling the sensing of defocused images in a camera system. This approach unifies Image Focus Analysis (IFA) and Image Defocus Analysis (IDA), which form two extremes in a range of possible methods useful in 3D shape and focused image recovery. The proposed computational algorithm consists of two main steps. In the first step, an initial solution is obtained by a combination of IFA, IDA, and interpolation. In the second step, the initial solution is refined by minimizing the error between the observed image data and the image data estimated using a given solution and the image formation model. A classical gradient descent or a regularization technique is used for error minimization. Our experiments indicate that the most difficult part of the algorithm is to obtain a reasonable solution for the focused image when only a few image frames are available. We employ several methods to address this part of the problem. The algorithm has been implemented and experimental results are presented.!18
机译:摘要:我们之前提出了统一聚焦和散焦分析(UFDA)的理论,并将其扩展为使用经典优化技术和正则化方法进行3D场景恢复。在本文中,我们提出了一种用于UFDA的计算算法,该算法以最佳方式使用可变数量的图像。 UFDA基于相机系统中散焦图像的感应建模。这种方法统一了图像聚焦分析(IFA)和图像散焦分析(IDA),它们在3D形状和聚焦图像恢复有用的一系列可能方法中形成了两个极端。所提出的计算算法包括两个主要步骤。第一步,通过IFA,IDA和插值的组合获得初始解。在第二步中,通过最小化观察到的图像数据与使用给定解和图像形成模型估算的图像数据之间的误差来完善初始解。经典的梯度下降或正则化技术可用于误差最小化。我们的实验表明,当只有少数图像帧可用时,该算法最困难的部分是为聚焦图像获得合理的解决方案。我们采用几种方法来解决这一部分问题。该算法已经实现,并给出了实验结果。!18

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