带限传递函数的点扩展函数退化非负图像正则化重构

M. Koshy, J. Sedat, D. Agard
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引用次数: 0

摘要

在对受衍射限制的光学系统获得的图像(如二维和三维光学显微图像)进行重建时,观测图像可以建模为实际图像与点扩展函数的卷积,其传递函数是带限的[1]。此外,这类图像还会受到加性噪声的污染,我们假设加性噪声的信噪比是可以估计的。为了在光学传递函数为零的频率区域获得包含实际图像信息的重构,必须施加诸如正性等附加约束[2]。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Regularized Reconstruction of Nonnegative Images Degraded by a Point-spread Function with a Band-limited Transfer Function
In the reconstruction of images obtained from diffraction-limited optical systems such as two and three-dimensional light microscopic images, the observed image can be modeled as the convolution of the actual image with a point spread function, whose transfer function is band limited [1]. In addition, such images are contaminated by additive noise, whose signal to noise ratio we assume can be estimated. To obtain a reconstruction which contains information about the actual images in the frequency region where the optical transfer function is zero, additional constraints, such as positivity must be imposed [2].
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