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Journal ArticleDOI

Bayesian-Based Iterative Method of Image Restoration

TLDR
An iterative method of restoring degraded images was developed by treating images, point spread functions, and degraded images as probability-frequency functions and by applying Bayes’s theorem.
Abstract
An iterative method of restoring degraded images was developed by treating images, point spread functions, and degraded images as probability-frequency functions and by applying Bayes’s theorem. The method functions effectively in the presence of noise and is adaptable to computer operation.

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Citations
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Posted ContentDOI

BigStitcher: Reconstructing high-resolution image datasets of cleared and expanded samples

TL;DR: The BigStitcher software is developed that efficiently handles and reconstructs large multi-tile, multi-view acquisitions compensating all major optical effects, thereby making single-cell resolved whole-organ datasets amenable to biological studies.
Journal ArticleDOI

Tumor quantification in clinical positron emission tomography.

TL;DR: The current status of tumor quantification methods and their applications to clinical oncology are reviewed, and factors that impede quantitative assessment and limit its accuracy and reproducibility are summarized.
Journal ArticleDOI

Returning magnetic flux in sunspot penumbrae

TL;DR: In this article, a principal component decomposition of the Stokes profiles was inverted to infer the magnetic field in the penumbra using SIR, and the reversed polarity fields at the bord er of many bright penumbral filaments were detected.
Journal ArticleDOI

Cascades of Regression Tree Fields for Image Restoration

TL;DR: A cascade model for image restoration that consists of a Gaussian CRF at each stage that is semi-parametric, i.e., it depends on the instance-specific parameters of the restoration problem, such as the blur kernel.
References
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Book

Modern probability theory and its applications

TL;DR: Probability Theory as the study of Mathematical Models of Random Phenomena as mentioned in this paper is a generalization of probability theory for the study and analysis of statistical models of random variables.
Journal ArticleDOI

Image Evaluation and Restoration

TL;DR: The extent to which the processing approaches the optimum can be evaluated by determining the fraction of the total information content of the image which can be visually extracted after processing.
Journal ArticleDOI

Restoration of Turbulence-Degraded Images*

TL;DR: In this paper, the amplitude and phase coefficients of the two-dimensional Fourier series representing the degraded images were corrected by applying corrections to the optical transfer function of the turbulence measured at the time the images were photographed.
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