One-Class Risk Estimation for One-Class Hyperspectral Image Classification
Hengwei Zhao, Yanfei Zhong, Xinyu Wang, Hong Shu
TL;DR
This work tackles hyperspectral one-class classification by introducing HOneCls, a weakly supervised deep classifier that learns from positive and unlabeled data. Central to the approach is the One-Class Risk Estimator, which combines a conformance-based negative risk with a Positive Representation Enhancement, including a distribution-rebalancing parameter $\alpha_p$ and a focal-like positive risk controlled by $\gamma$, to address distribution overlap and imbalance. The estimator is backed by a consistency proof and practical training strategies (warm-up with BCE, sigmoid loss, and probability clamping) and is implemented in FreeOCNet, a lightweight FCN that preserves spectral-spatial details. Empirical results on HongHu, LongKou, and HanChuan show substantial gains over baselines and existing HSI target detection methods, validating the method’s robustness to few-shot positive data, distribution imbalance, and domain shift, with clear implications for reducing annotation burden in fine-grained HSI tasks.
Abstract
Hyperspectral imagery (HSI) one-class classification is aimed at identifying a single target class from the HSI by using only knowing positive data, which can significantly reduce the requirements for annotation. However, when one-class classification meets HSI, it is difficult for classifiers to find a balance between the overfitting and underfitting of positive data due to the problems of distribution overlap and distribution imbalance. Although deep learning-based methods are currently the mainstream to overcome distribution overlap in HSI multiclassification, few studies focus on deep learning-based HSI one-class classification. In this article, a weakly supervised deep HSI one-class classifier, namely, HOneCls, is proposed, where a risk estimator,the one-class risk estimator, is particularly introduced to make the fully convolutional neural network (FCN) with the ability of one class classification in the case of distribution imbalance. Extensive experiments (20 tasks in total) were conducted to demonstrate the superiority of the proposed classifier.
