Abstract

Extracting spatial and spectral features through deep neural networks has become an effective means of classification of hyperspectral images. However, most networks rarely consider the extraction of multi-scale spatial features and cannot fully integrate spatial and spectral features. In order to solve these problems, this paper proposes a multi-scale and multi-level spectral-spatial feature fusion network (MSSN) for hyperspectral image classification. The network uses the original 3D cube as input data and does not need to use feature engineering. In the MSSN, using different scale neighborhood blocks as the input of the network, the spectral-spatial features of different scales can be effectively extracted. The proposed 3D–2D alternating residual block combines the spectral features extracted by the three-dimensional convolutional neural network (3D-CNN) with the spatial features extracted by the two-dimensional convolutional neural network (2D-CNN). It not only achieves the fusion of spectral features and spatial features but also achieves the fusion of high-level features and low-level features. Experimental results on four hyperspectral datasets show that this method is superior to several state-of-the-art classification methods for hyperspectral images.

Highlights

  • Hyperspectral images (HSIs) have hundreds of continuous spectral bands, and there is a significant correlation between these different bands

  • In the field of resource exploration, abundant geometric spatial information and the spectral information in HSIs can be used to distinguish the characteristics of different substances, which ensures that the objects that cannot be detected in wide band multispectral remote sensing images are able to be detected in HSIs [5]

  • Compared with other existing network models, multi-level spectral-spatial feature fusion network (MSSN) is composed of special 3D–2D alternating residual blocks

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Summary

Introduction

Hyperspectral images (HSIs) have hundreds of continuous spectral bands, and there is a significant correlation between these different bands. Feature selection [6,7,8] aims to select a representative spectral band from the original HSI This method can greatly preserve the physical meaning of the data but may lose a lot of important information. Used methods include principal component analysis (PCA) [11,12], independent component analysis (ICA) [13,14], and linear discriminant analysis (LDA) [15]. Whether it is feature selection or feature extraction, it may affect the correlation between the structural information of the HSI and the spectral band to some extent

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