Search Results for author: Andrea Conti

Found 8 papers, 6 papers with code

Range-Agnostic Multi-View Depth Estimation With Keyframe Selection

1 code implementation25 Jan 2024 Andrea Conti, Matteo Poggi, Valerio Cambareri, Stefano Mattoccia

Methods for 3D reconstruction from posed frames require prior knowledge about the scene metric range, usually to recover matching cues along the epipolar lines and narrow the search range.

3D Reconstruction Depth Estimation

Active Stereo Without Pattern Projector

1 code implementation ICCV 2023 Luca Bartolomei, Matteo Poggi, Fabio Tosi, Andrea Conti, Stefano Mattoccia

This paper proposes a novel framework integrating the principles of active stereo in standard passive camera systems without a physical pattern projector.

Sparsity Agnostic Depth Completion

1 code implementation1 Dec 2022 Andrea Conti, Matteo Poggi, Stefano Mattoccia

We present a novel depth completion approach agnostic to the sparsity of depth points, that is very likely to vary in many practical applications.

Depth Completion

Multi-View Guided Multi-View Stereo

1 code implementation20 Oct 2022 Matteo Poggi, Andrea Conti, Stefano Mattoccia

This paper introduces a novel deep framework for dense 3D reconstruction from multiple image frames, leveraging a sparse set of depth measurements gathered jointly with image acquisition.

3D Reconstruction

Unsupervised confidence for LiDAR depth maps and applications

1 code implementation6 Oct 2022 Andrea Conti, Matteo Poggi, Filippo Aleotti, Stefano Mattoccia

Depth perception is pivotal in many fields, such as robotics and autonomous driving, to name a few.

Autonomous Driving

Monitoring social distancing with single image depth estimation

no code implementations4 Apr 2022 Alessio Mingozzi, Andrea Conti, Filippo Aleotti, Matteo Poggi, Stefano Mattoccia

In this paper, we aim to address this task leveraging a single RGB frame without additional depth sensors.

Depth Estimation

Lifting trianguline Galois representations along isogenies

no code implementations6 Jan 2021 Andrea Conti

Given a central isogeny $\pi\colon G\to H$ of connected reductive $\overline{\mathbb Q}_p$-groups, and a local Galois representation $\rho$ valued in $H(\overline{\mathbb Q}_p)$ that is trianguline in the sense of Daruvar, we study whether a lift of $\rho$ along $\pi$ is still trianguline.

Number Theory 11F33, 11F80

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