3D Computer vision is a research topic gathering even increasing attention thanks to the more and more widespread availability of off-the-shelf depth sensors and large-scale 3D datasets. The main purpose of 3D computer vision is to understand the geometry of the objects in order to interact with them. Recently, the success of deep neural networks for processing images has fostered a data driven approach to solve 3D vision problems. Inspired by the potential of this field, in this thesis we will address two main problems: (a) how to leverage machine/deep learning techniques to build a robust and effective pipeline to establish correspondences between surfaces, and (b) how to obtain a reliable 3D reconstruction of an object using RGB images sparsely acquired from different point of views by means of deep neural networks. At the heart of many 3D computer vision applications lies surface matching, an effective paradigm aimed at finding correspondences between points belonging to different shapes. To this end, it is essential to first identify the characteristic points of an object and then create an adequate representation of them. We will refer to these two steps as keypoint detection and keypoint description, respectively. As a first contribution (a) of this Ph.D thesis, we will propose data driven solutions to tackle the problems of keypoint detection and description. As a further interesting direction of research, we investigate the problem of 3D object reconstruction from RGB data only (b). If in the past this application has been addressed by SLAM and Structure from motion (SfM) techniques, this radically changed in recent years thanks to the dawn of deep learning. Following this trend, we will introduce a novel approach that combines traditional computer vision techniques with deep learning to perform a view point variant 3D object reconstruction from non-overlapping RGB views.

Learning to understand the world in 3D

2020

Abstract

3D Computer vision is a research topic gathering even increasing attention thanks to the more and more widespread availability of off-the-shelf depth sensors and large-scale 3D datasets. The main purpose of 3D computer vision is to understand the geometry of the objects in order to interact with them. Recently, the success of deep neural networks for processing images has fostered a data driven approach to solve 3D vision problems. Inspired by the potential of this field, in this thesis we will address two main problems: (a) how to leverage machine/deep learning techniques to build a robust and effective pipeline to establish correspondences between surfaces, and (b) how to obtain a reliable 3D reconstruction of an object using RGB images sparsely acquired from different point of views by means of deep neural networks. At the heart of many 3D computer vision applications lies surface matching, an effective paradigm aimed at finding correspondences between points belonging to different shapes. To this end, it is essential to first identify the characteristic points of an object and then create an adequate representation of them. We will refer to these two steps as keypoint detection and keypoint description, respectively. As a first contribution (a) of this Ph.D thesis, we will propose data driven solutions to tackle the problems of keypoint detection and description. As a further interesting direction of research, we investigate the problem of 3D object reconstruction from RGB data only (b). If in the past this application has been addressed by SLAM and Structure from motion (SfM) techniques, this radically changed in recent years thanks to the dawn of deep learning. Following this trend, we will introduce a novel approach that combines traditional computer vision techniques with deep learning to perform a view point variant 3D object reconstruction from non-overlapping RGB views.
6-nov-2020
Inglese
Di Stefano, Luigi
Università degli Studi di Bologna
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Utilizza questo identificativo per citare o creare un link a questo documento: https://hdl.handle.net/20.500.14242/151348
Il codice NBN di questa tesi è urn:nbn:it:unibo-26969