Abstract

Dimensionality Reduction (DR) models are highly useful for tackling Hyperspectral Images (HSIs) classification tasks. They mainly address two issues: the curse of dimensionality with respect to spectral features, and the limited number of labeled training samples. Among these DR techniques, the Graph-Embedding Discriminant Analysis (GEDA) framework has demonstrated its effectiveness for HSIs feature extraction. However, most of the existing GEDA-based DR methods largely rely on manually tuning the parameters so as to obtain the optimal model, which proves to be troublesome and inefficient. Motivated by the nonparametric Gaussian Process (GP) model, we propose a novel supervised DR algorithm, namely Gaussian Process Graph-based Discriminate Analysis (GPGDA). Our algorithm takes full advantage of the covariance matrix in GP to constructing the graph similarity matrix in GEDA framework. In this way, more superior performance can be provided with the model parameters tuned automatically. Experiments on three real HSIs datasets demonstrate that the proposed GPGDA outperforms some classic and state-of-the-art DR methods.

Highlights

  • Hyperspectral images (HSIs) contain considerable different reflections of electromagnetic waves from visible light to near-infrared or even far-infrared [1,2]

  • We validated the effectiveness of the proposed Gaussian Process Graph-based Discriminate Analysis (GPGDA) for HSI feature extraction and classification by comparing with Supervised PPCA (SPPCA), Nonparametric Weighted Feature Extraction (NWFE), Discriminative Gaussian Process Latent Variable Model (DGPLVM), Sparse and Low-Rank Graph-based Discriminant Analysis (SLGDA), Laplacian regularized CGDA (LapCGDA), Kernel CGDA (KCGDA) and Local Geometric Structure Fisher Analysis (LGSFA) on three typical HSIs datasets

  • (i) The proposed GPGDA outperforms SPPCA, NWFE, DGPLVM, SLGDA, LapCGDA, KCGDA and LGSFA in terms of Overall Accuracy (OA), AA and Kappa Coefficient (KC) based on Support Vector Machine (SVM)

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Summary

Introduction

Hyperspectral images (HSIs) contain considerable different reflections of electromagnetic waves from visible light to near-infrared or even far-infrared [1,2]. This characteristic allows various ground objects to be discriminated based on HSIs with abundant information. The abundant features in HSIs could lead to significant redundancy. When using traditional classification algorithms to distinguish the class/object of each pixels in HSIs, the curse of dimensionality or the so-called “Hughes Phenomenon” would occur [8]. Dimensionality Reduction (DR), a pre-processing procedure which tries to discover low-dimensional latent features from high-dimensional HSIs, plays a vital role in HSIs data analysis and classification

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