Geometric Distortion Guided Transformer for Omnidirectional Image Super-Resolution
Cuixin Yang, Rongkang Dong, Jun Xiao, Cong Zhang, Kin-Man Lam, Fei, Zhou, Guoping Qiu

TL;DR
This paper introduces GDGT-OSR, a novel transformer-based method that effectively accounts for geometric distortion in omnidirectional image super-resolution, significantly improving reconstruction quality by leveraging distortion-aware self-attention mechanisms.
Contribution
The paper proposes a distortion-guided transformer with a novel self-attention mechanism and dynamic feature fusion specifically designed for omnidirectional image super-resolution.
Findings
Outperforms existing methods on public datasets.
Effectively models geometric distortion for better texture reconstruction.
Enhances self-similar texture perception in ODIs.
Abstract
As virtual and augmented reality applications gain popularity, omnidirectional image (ODI) super-resolution has become increasingly important. Unlike 2D plain images that are formed on a plane, ODIs are projected onto spherical surfaces. Applying established image super-resolution methods to ODIs, therefore, requires performing equirectangular projection (ERP) to map the ODIs onto a plane. ODI super-resolution needs to take into account geometric distortion resulting from ERP. However, without considering such geometric distortion of ERP images, previous deep-learning-based methods only utilize a limited range of pixels and may easily miss self-similar textures for reconstruction. In this paper, we introduce a novel Geometric Distortion Guided Transformer for Omnidirectional image Super-Resolution (GDGT-OSR). Specifically, a distortion modulated rectangle-window self-attention…
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Taxonomy
TopicsAdvanced Image Fusion Techniques · Optical Systems and Laser Technology · Advanced Image Processing Techniques
MethodsResidual Connection · Softmax · Layer Normalization · Byte Pair Encoding · Label Smoothing · Adam · Attention Is All You Need · Linear Layer · Multi-Head Attention · Position-Wise Feed-Forward Layer
