Face Hallucination using Linear Models of Coupled Sparse Support
Reuben Farrugia, Christine Guillemot

TL;DR
This paper introduces a face super-resolution method that learns linear models on the high-resolution manifold, improving recognition and image quality by better preserving texture details compared to traditional low-resolution based models.
Contribution
The method learns local models directly on the high-resolution manifold using sparse support and ridge regression, outperforming existing face super-resolution techniques.
Findings
Outperforms six existing face super-resolution methods in recognition accuracy.
Quilting stitching preserves texture details better, enhancing recognition.
High-resolution manifold modeling improves both image quality and face recognition performance.
Abstract
Most face super-resolution methods assume that low-resolution and high-resolution manifolds have similar local geometrical structure, hence learn local models on the lowresolution manifolds (e.g. sparse or locally linear embedding models), which are then applied on the high-resolution manifold. However, the low-resolution manifold is distorted by the oneto-many relationship between low- and high- resolution patches. This paper presents a method which learns linear models based on the local geometrical structure on the high-resolution manifold rather than on the low-resolution manifold. For this, in a first step, the low-resolution patch is used to derive a globally optimal estimate of the high-resolution patch. The approximated solution is shown to be close in Euclidean space to the ground-truth but is generally smooth and lacks the texture details needed by state-ofthe-art face…
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