activity
20232026
most citedSpace-Variant Total Variation boosted by learning techniques in few-view tomographic imaging

1 citations · 1 across the 11 of their papers we have counts for

collaborators

12 papers

cs.CV2026

Consecutive Posterior Fusion for Diffusive Recovery of Unobservable Image Structures

Elena Morotti, Davide Evangelista, Elena Loli Piccolomini

Solving severely ill-posed imaging inverse problems requires recovering image structures that are unobservable or weakly constrained by the measurements. Diffusion models provide e…

cs.AI2026

Physics-Guided Flow Matching for CT Image Reconstruction

Davide Evangelista

Deep generative models have recently emerged as powerful priors for solving ill-posed inverse problems in CT, with diffusion-based approaches achieving state-of-the-art reconstruct…

cs.CL2026

D-Score: A Spectral Hidden-State Signal for Hallucination Detection in Large Language Models

Bianca Raimondi, Davide Evangelista, Maurizio Gabbrielli +1

Large Language Models can produce fluent text that is false, unsupported by the available evidence, or inconsistent with information that appears to be internally represented by th…

cs.CV2026

Improving Diffusion Posterior Samplers with Lagged Temporal Corrections for Image Restoration

Davide Evangelista, Elena Morotti, Francesco Pivi +1

Diffusion-based posterior sampling (PS) is a leading framework for imaging inverse problems, combining learned priors with measurement constraints. Yet, its standard formulations r…

cs.LG2026

CLeAN: Continual Learning Adaptive Normalization in Dynamic Environments

Isabella Marasco, Davide Evangelista, Elena Loli Piccolomini +1

Artificial intelligence systems predominantly rely on static data distributions, making them ineffective in dynamic real-world environments, such as cybersecurity, autonomous trans…

cs.CV2026

A Diffusion-Based Generative Prior Approach to Sparse-view Computed Tomography

Davide Evangelista, Pasquale Cascarano, Elena Loli Piccolomini

The reconstruction of X-rays CT images from sparse or limited-angle geometries is a highly challenging task. The lack of data typically results in artifacts in the reconstructed im…

math.CO2026

Series-Parallel and Planar Graphs for Efficient Broadcasting

David Evangelista, Hovhannes A. Harutyunyan, Aram Khanlari

The broadcasting problem concerns the efficient dissemination of information in graphs. In classical broadcasting, a single originator vertex initially has a message to be transmit…

math.NA2025

Adaptive Weighted Total Variation boosted by learning techniques in few-view tomographic imaging

Elena Morotti, Davide Evangelista, Andrea Sebastiani +1

This study presents the development of a spatially adaptive weighting strategy for Total Variation regularization, aimed at addressing under-determined linear inverse problems. The…

math.NA2024

Deep Guess acceleration for explainable image reconstruction in sparse-view CT

Elena Loli Piccolomini, Davide Evangelista, Elena Morotti

Sparse-view Computed Tomography (CT) is an emerging protocol designed to reduce X-ray dose radiation in medical imaging. Traditional Filtered Back Projection algorithm reconstructi…

cs.CV2024

LIP-CAR: contrast agent reduction by a deep learned inverse problem

Davide Bianchi, Sonia Colombo Serra, Davide Evangelista +3

The adoption of contrast agents in medical imaging protocols is crucial for accurate and timely diagnosis. While highly effective and characterized by an excellent safety profile,…

eess.IV2024★ 1 cited

Space-Variant Total Variation boosted by learning techniques in few-view tomographic imaging

Elena Morotti, Davide Evangelista, Andrea Sebastiani +1

This paper focuses on the development of a space-variant regularization model for solving an under-determined linear inverse problem. The case study is a medical image reconstructi…

math.NA2023

A data-dependent regularization method based on the graph Laplacian

Davide Bianchi, Davide Evangelista, Stefano Aleotti +3

We investigate a variational method for ill-posed problems, named , which embeds a graph Laplacian operator in the regularization term. The novelty of this meth…