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Hyperbolic Deep Learning in Computer Vision: A Survey

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arxiv 2305.06611 v1 pith:2XOWHWBP submitted 2023-05-11 cs.CV

Hyperbolic Deep Learning in Computer Vision: A Survey

classification cs.CV
keywords learninghyperboliccomputerresearchvisioncurrentdeepdirection
verification ladder T0 review T1 audit T2 compute T3 formal T4 reserved
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Deep representation learning is a ubiquitous part of modern computer vision. While Euclidean space has been the de facto standard manifold for learning visual representations, hyperbolic space has recently gained rapid traction for learning in computer vision. Specifically, hyperbolic learning has shown a strong potential to embed hierarchical structures, learn from limited samples, quantify uncertainty, add robustness, limit error severity, and more. In this paper, we provide a categorization and in-depth overview of current literature on hyperbolic learning for computer vision. We research both supervised and unsupervised literature and identify three main research themes in each direction. We outline how hyperbolic learning is performed in all themes and discuss the main research problems that benefit from current advances in hyperbolic learning for computer vision. Moreover, we provide a high-level intuition behind hyperbolic geometry and outline open research questions to further advance research in this direction.

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Reviewed papers in the Pith corpus that reference this work. Sorted by Pith novelty score.

  1. HoPE: Hyperbolic Rotary Positional Encoding for Stable Long-Range Dependency Modeling in Large Language Models

    cs.CL 2025-09 reject novelty 4.0

    HoPE replaces RoPE's sine/cosine rotations with hyperbolic functions plus an exponential damping term to enforce monotonic attention decay, but the claimed consistent superiority and the 'RoPE as special case' theorem...