3D reconstruction is the process of capturing the shape and appearance of real objects. It is a complex and fascinating problem with a long history and a large set of effective algorithms. In this context, Multi-View Stereo Mesh Refinement is the process of refining a reconstructed mesh using a set of 2D calibrated images. The current state-of-the-art approach is based on the definition a suitable image-based similarity function. We look at Deep Learning methods, which have recently provided groundbreaking improvements in many sorts of image related tasks, to provide a more effective, data-based one which can overcome current unrealistic assumptions. Given the intrinsic geometric nature of the problem, we look at the recent breakthroughs in Geometric Deep Learning to search for a path to a more natural representation of the problem and a more efficient and accurate solution.
In questa tesi vengono illustrati due approcci al problema di raffinamento di una mesh dato un set di viste calibrate
An exploration of deep learning methods in mesh refinement for multi-view stereo
DALLA LONGA, EMANUELE
2018/2019
Abstract
3D reconstruction is the process of capturing the shape and appearance of real objects. It is a complex and fascinating problem with a long history and a large set of effective algorithms. In this context, Multi-View Stereo Mesh Refinement is the process of refining a reconstructed mesh using a set of 2D calibrated images. The current state-of-the-art approach is based on the definition a suitable image-based similarity function. We look at Deep Learning methods, which have recently provided groundbreaking improvements in many sorts of image related tasks, to provide a more effective, data-based one which can overcome current unrealistic assumptions. Given the intrinsic geometric nature of the problem, we look at the recent breakthroughs in Geometric Deep Learning to search for a path to a more natural representation of the problem and a more efficient and accurate solution.| File | Dimensione | Formato | |
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https://hdl.handle.net/10589/149168