Noise-robust and data-efficient compressed ghost imaging via the preconditioned S-matrix method.

IF 1.4 3区 物理与天体物理 Q3 OPTICS
Xiaohui Zhu, Wei Tan, Xianwei Huang, Xiaoqian Liang, Qi Zhou, Yanfeng Bai, Xiquan Fu
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引用次数: 0

Abstract

The design of the illumination pattern is crucial for improving imaging quality of ghost imaging (GI). The S-matrix is an ideal binary matrix for use in GI with non-visible light and other particles since there are no uniformly configurable beam-shaping modulators in these GI regimes. However, unlike widely researched GI with visible light, there is relatively little research on the sampling rate and noise resistance of compressed GI based on the S-matrix. In this paper, we investigate the performance of compressed GI using the S-matrix as the illumination pattern (SCSGI) and propose a post-processing method called preconditioned S-matrix compressed GI (PSCSGI) to improve the imaging quality and data efficiency of SCSGI. Simulation and experimental results demonstrate that compared with SCSGI, PSCSGI can improve imaging quality in noisy conditions while utilizing only half the amount of data used in SCSGI. Furthermore, better reconstructed results can be obtained even when the sampling rate is as low as 5%. The proposed PSCSGI method is expected to advance the application of binary masks based on the S-matrix in GI.

基于预条件s矩阵方法的噪声鲁棒和数据高效压缩鬼影成像。
光照模式的设计是提高鬼像成像质量的关键。s矩阵是一种理想的二进制矩阵,用于具有非可见光和其他粒子的GI,因为在这些GI中没有统一配置的光束整形调制器。然而,与可见光下对GI的广泛研究不同,基于s矩阵的压缩GI的采样率和抗噪性研究相对较少。本文研究了以s矩阵作为照明模式(SCSGI)的压缩GI的性能,并提出了一种称为预处理s矩阵压缩GI (PSCSGI)的后处理方法,以提高SCSGI的成像质量和数据效率。仿真和实验结果表明,与SCSGI相比,PSCSGI可以在噪声条件下提高成像质量,而使用的数据量仅为SCSGI的一半。此外,即使采样率低至5%,也能获得较好的重构结果。提出的PSCSGI方法有望推进基于s矩阵的二进制掩码在GI中的应用。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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来源期刊
CiteScore
3.40
自引率
10.50%
发文量
417
审稿时长
3 months
期刊介绍: The Journal of the Optical Society of America A (JOSA A) is devoted to developments in any field of classical optics, image science, and vision. JOSA A includes original peer-reviewed papers on such topics as: * Atmospheric optics * Clinical vision * Coherence and Statistical Optics * Color * Diffraction and gratings * Image processing * Machine vision * Physiological optics * Polarization * Scattering * Signal processing * Thin films * Visual optics Also: j opt soc am a.
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