TL;DR
This paper introduces a randomized rounding approach to heatmap regression that effectively addresses the sub-pixel localization problem, improving accuracy without increasing computational costs significantly.
Contribution
It proposes a probabilistic quantization system for heatmap regression that is unbiased and lossless, enhancing localization precision in landmark detection tasks.
Findings
Improves localization accuracy on facial landmark datasets
Reduces computational cost compared to high-resolution heatmaps
Proves the unbiased and lossless property of the method
Abstract
Heatmap regression has become the mainstream methodology for deep learning-based semantic landmark localization, including in facial landmark localization and human pose estimation. Though heatmap regression is robust to large variations in pose, illumination, and occlusion in unconstrained settings, it usually suffers from a sub-pixel localization problem. Specifically, considering that the activation point indices in heatmaps are always integers, quantization error thus appears when using heatmaps as the representation of numerical coordinates. Previous methods to overcome the sub-pixel localization problem usually rely on high-resolution heatmaps. As a result, there is always a trade-off between achieving localization accuracy and computational cost, where the computational complexity of heatmap regression depends on the heatmap resolution in a quadratic manner. In this paper, we…
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