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A ROBUST SPECTRAL TARGET RECOGNITION METHOD FOR HYPERSPECTRAL DATA BASED ON COMBINED SPECTRAL SIGNATURES. IGARSS 2011 Vancouver, 24-29 July. Xiao Fan, Ye Zhang, Feng Li, Yushi Chen, Tao Shao, Shuang Zhou from Harbin Institute of Technology, China. Content. Motivation. Techniques.
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A ROBUST SPECTRAL TARGET RECOGNITION METHOD FOR HYPERSPECTRAL DATA BASED ON COMBINED SPECTRAL SIGNATURES IGARSS 2011 Vancouver, 24-29 July Xiao Fan, Ye Zhang, Feng Li, Yushi Chen, Tao Shao, Shuang Zhou from Harbin Institute of Technology, China
Content Motivation Techniques Method & System Experiments & Results Conclusions
Motivation • Spectral Target recognition • Importance • important application for Hyperspectral Image Processing • Goal • high accuracy & robustness • Problem • spectral variation by complicated imaging environment • Solution
Content Motivation Techniques Method & System Experiments & Results Conclusions
Techniques • Support Vector Data Description (SVDD) • Inspired by Support Vector Machine (SVM) • A learning machine, first used for anomaly detection in hyperspectral image processing • A detector for spectral target recognition • Alleviate the heterogeneous spectra within homogeneous object
Techniques • Spectral signatures • Reflective spectra, most common signatures • Relevant to physical and chemical properties • Illumination variation and terrain undulation • Spectral-amplitude fluctuation • Derivative spectra • Insensitivity to spectral amplitude; sensitivity to spectral slope
Content Starting point Techniques Method & System Experiments & Results Conclusions
Method & System • Combined spectral signatures • Simply connecting, curse of dimensionality • Combining on gray decision level • Combined weights of the signatures • Based on the role of each signatures • According to the data characteristic
Content Starting point Techniques Method & System Experiments & Results Conclusions
Experiment 1 Unavoidable noise makes heterogeneous spectra within the homogeneous object SVDD detector vs spectral match-based detector SAM SID SVDD with linear, quadratic polynomial, and cubic polynomial kernel
Experiment 1 • Area under the ROC curve with Pf from 0 to 1
Experiment 2 • Illumination variation and terrain undulation make the spectral-amplitude fluctuation • derivative spectra vs reflective spectral • mean spectral variance
Experiment 2 • Area under the ROC curve with Pf from 0 to 1
Experiment 3 • Combined the two spectral signatures by different weights • Equal weights • Unequal weights
Experiment 3 • Area under the ROC curve with Pf from 0 to 1
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