Abstract

The fusion of multisensor data has attracted a lot of attention in computer vision, particularly among the remote sensing community. Hyperspectral image fusion consists in merging the spectral information of a hyperspectral image with the geometry of a multispectral one in order to infer an image with high spatial and spectral resolutions. In this paper, we propose a variational fusion model with a nonlocal regularization term that encodes patch-based filtering conditioned to the geometry of the multispectral data. We further incorporate a radiometric constraint that injects the high frequencies of the scene into the fused product with a band per band modulation according to the energy levels of the multispectral and hyperspectral images. The proposed approach proved robust to noise and aliasing. The experimental results demonstrate the performance of our method with respect to the state-of-the-art techniques on data acquired by commercial hyperspectral cameras and Earth observation satellites.

Highlights

  • Image fusion has been an active field of research due to the growing availability of data and the need of gathering information from different imaging sources [1,2]

  • Since the ground truth images are available, we evaluate the results in terms of the root mean squared error (RMSE), which accounts for spatial distortions, and the spectral angle mapper (SAM), which measures the spectral quality

  • We have presented a convex variational model for HS and MS data fusion based on the image formation models

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Summary

Introduction

Image fusion has been an active field of research due to the growing availability of data and the need of gathering information from different imaging sources [1,2]. The bandwidth capacity as well as the onboard storage are important limiting factors too These tradeoffs lead to acquiring a multispectral (MS) image with high spatial but low spectral resolution, or an HS image with accurate spectral but poorer spatial resolution. The difference between the two is that the geometry is encoded in a grayscale image in the case of pansharpening, and that the number of spectral bands to be spatially interpolated is much lower than in HS fusion. The proposed model is compared with several state-of-the art techniques on both remote sensing imagery and data captured by HS cameras of everyday-life scenes.

State of the Art
Variational HS Fusion Method
Non-Local Filtering Conditioned to the Geometry of the MS Image
Weight Selection
Radiometric Constraint
Saddle-Point Formulation and Primal-Dual Algorithm
Method Analysis and Discussion
Analysis of the Radiometric Constraint
Robustness to Aliasing in the Low-Resolution Data
Robustness to Noise in the Data
Parameter Selection
Experimental Results
Performance Evaluation on Data Acquired by HS Cameras
Performance Evaluation on Remote Sensing Data
Conclusions
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