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Numerical reconstruction of holographic microscopy images based on matching pursuits on a pair of domains

机译:基于一对域上的匹配追踪的全息显微图像的数值重建

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We propose a new numerical-reconstruction method of an object image from its digital hologram. The proposed matching pursuit on a pair of domains (MPPD) method employs a spatial-domain basis and its (Fresnel) transform-domain pair. The transform domain basis is used to decompose the hologram, which yields a set of coefficients. Then, these coefficients are used to reconstruct the spatial-domain object image using the predefined spatial basis. We show the robustness of the proposed method against noise on a simulated hologram of spherical particles. By employing spatial-domain gaussian basis and its transform pair, the image of these particles are recovered successfully. The effectiveness of the proposed method is also demonstrated to a real microscopic-hologram of silica gel spherical particles.
机译:从数字全息图出发,提出了一种新的数值重建对象图像的方法。提出的基于一对域的匹配追踪(MPPD)方法采用空间域基础及其(Fresnel)变换域对。变换域基础用于分解全息图,全息图产生一组系数。然后,这些系数用于使用预定义的空间基础来重建空间域对象图像。我们在球形粒子的模拟全息图上显示了所提出的方法对噪声的鲁棒性。通过使用空间域高斯基础及其变换对,成功恢复了这些粒子的图像。硅胶球形颗粒的真实显微全息图也证明了该方法的有效性。

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