Title: Robust L1 norm factorization in the presence of outliers and missing data
Supervisor: Beatriz Ferreira
Abstract: Matrix factorization has a plethora of applications in
optimization, computer vision, machine learning (only to name a few). Several
methods to factorize matrices have been proposed in the literature. This paper
proposes an efficient matrix factorization method that is robust to noise and
can handle missing data. This result is directly applied to the so-called
Structure from Motion problem, which aims at estimating three-dimensional
structures from 2D images.