Statistical Loss and Analysis for Deep Learning in Hyperspectral Image Classification
Zhiqiang Gong, Ping Zhong, Weidong Hu

TL;DR
This paper introduces a novel statistical loss function for deep learning in hyperspectral image classification that models class distributions to improve discrimination and robustness, addressing sample imbalance and spectral variability issues.
Contribution
It develops a statistical loss based on class distributions and Fisher discrimination, enhancing deep learning performance in hyperspectral image classification.
Findings
Improved classification accuracy on real-world hyperspectral datasets.
Effective reduction of intra-class variance and increase of inter-class variance.
Enhanced robustness against limited and imbalanced training samples.
Abstract
Nowadays, deep learning methods, especially the convolutional neural networks (CNNs), have shown impressive performance on extracting abstract and high-level features from the hyperspectral image. However, general training process of CNNs mainly considers the pixel-wise information or the samples' correlation to formulate the penalization while ignores the statistical properties especially the spectral variability of each class in the hyperspectral image. These samples-based penalizations would lead to the uncertainty of the training process due to the imbalanced and limited number of training samples. To overcome this problem, this work characterizes each class from the hyperspectral image as a statistical distribution and further develops a novel statistical loss with the distributions, not directly with samples for deep learning. Based on the Fisher discrimination criterion, the loss…
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Taxonomy
TopicsRemote-Sensing Image Classification · Face and Expression Recognition · Image and Signal Denoising Methods
