Université Bordeaux 2, Interdisciplinary Institute for Neuroscience, Unité Mixte de Recherche 5297, F-33000 Bordeaux, France.
Proc Natl Acad Sci U S A. 2012 Jun 26;109(26):E1679-87. doi: 10.1073/pnas.1119511109. Epub 2012 Jun 11.
The mathematical theory of compressed sensing (CS) asserts that one can acquire signals from measurements whose rate is much lower than the total bandwidth. Whereas the CS theory is now well developed, challenges concerning hardware implementations of CS-based acquisition devices--especially in optics--have only started being addressed. This paper presents an implementation of compressive sensing in fluorescence microscopy and its applications to biomedical imaging. Our CS microscope combines a dynamic structured wide-field illumination and a fast and sensitive single-point fluorescence detection to enable reconstructions of images of fluorescent beads, cells, and tissues with undersampling ratios (between the number of pixels and number of measurements) up to 32. We further demonstrate a hyperspectral mode and record images with 128 spectral channels and undersampling ratios up to 64, illustrating the potential benefits of CS acquisition for higher-dimensional signals, which typically exhibits extreme redundancy. Altogether, our results emphasize the interest of CS schemes for acquisition at a significantly reduced rate and point to some remaining challenges for CS fluorescence microscopy.
压缩感知(CS)的数学理论断言,人们可以从速率远低于总带宽的测量中获取信号。虽然 CS 理论现在已经很成熟,但基于 CS 的采集设备的硬件实现所面临的挑战——特别是在光学领域——才刚刚开始得到解决。本文介绍了在荧光显微镜中实现压缩感知及其在生物医学成像中的应用。我们的 CS 显微镜结合了动态结构的宽场照明和快速灵敏的单点荧光检测,能够对荧光珠、细胞和组织的图像进行重建,欠采样比(像素数与测量数之比)高达 32。我们进一步展示了一种高光谱模式,并以高达 64 的欠采样比记录了 128 个光谱通道的图像,说明了 CS 采集对于具有极高冗余度的高维信号的潜在优势。总的来说,我们的结果强调了 CS 方案以显著降低的速率进行采集的意义,并指出了 CS 荧光显微镜仍然存在的一些挑战。