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Signal model and granular-noise analysis of computational image reconstruction for curved integral imaging systems

机译:曲面积分成像系统计算图像重建的信号模型和颗粒噪声分析

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摘要

In this paper, we propose an improved analysis on the signal property of curved computational integral imaging reconstruction (C-CIIR). In the proposed model and analysis, we explain a general analysis of computational integral imaging by introducing a curvature effect that is obtained by the additional use of a large-aperture (LA) lens. Based on the proposed signal model in C-CIIR, we analyze the characteristics of the granular noise (GN) and conduct preliminary experiments to show the feasibility of our model. Experimental results indicate that the GN caused by the nonuniform overlapping gets reduced and that the GN is diminished as the focal length of the additional LA lens used decreases in C-CIIR. Also, the proposed model and analysis are considered to be generalized versions of the signal model and analysis of the previous computational integral imaging systems.
机译:在本文中,我们提出了一种对弯曲计算积分成像重建(C-CIIR)信号特性的改进分析。在提出的模型和分析中,我们通过引入曲率效应来解释计算积分成像的一般分析,该曲率效应是通过额外使用大光圈(LA)镜头获得的。基于C-CIIR中提出的信号模型,我们分析了颗粒噪声(GN)的特征,并进行了初步实验以证明该模型的可行性。实验结果表明,由不均匀重叠引起的GN减小,并且随着C-CIIR中使用的附加LA透镜的焦距减小,GN减小。此外,建议的模型和分析被认为是信号模型和先前计算积分成像系统分析的通用版本。

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