3260 papers • 126 benchmarks • 313 datasets
Visualize uncertainty in restoration models.
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This paper proposes a method for retinal layer segmentation and quantification of uncertainty based on Bayesian deep learning that not only performs end-to-end segmentation of retinal layers, but also gives the pixel wise uncertainty measure of the segmentation output.
A first-of-its-kind estimation approach that not only can serve to assist physicians and clinicians in making reasoned medical decisions, but it also allows to appreciate the uncertainty visualization, which could raise incertitude in making the appropriate classification or prediction.
This work derives a fundamental relation between the higher-order central moments of the posterior distribution, and the higher-order derivatives of the posterior mean of Gaussian denoising, and harnesses this result for uncertainty quantification of pre-trained denoisers.
This work introduces a new approach for estimating and visualizing posteriors by em-ploying energy-based models (EBMs) over low-dimensional subspaces over low-dimensional subspaces by training a conditional EBM that receives an input measurement and a set of directions that span some low-dimensional subspace of solutions, and outputs the probability density function of the posterior within that space.
This analysis allows for a plug in approach to visualize and quantify the remaining predictive uncertainty of any gradient-based explanatory technique, and shows that every image, network, prediction, and explanatory technique has a unique uncertainty.
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