Elliptical modeling and pattern analysis for perturbation models and classfication
Shan Suthaharan, Weining Shen

TL;DR
This paper introduces a nonlinear elliptical perturbation model that improves classification performance and data privacy in transform domains, outperforming PCA especially in high-dimensional and privacy-sensitive applications.
Contribution
The paper proposes a novel elliptical perturbation model that enhances data privacy and classification accuracy, with a flexible dimensionality reduction approach suitable for high-dimensional data.
Findings
Elliptical transformation outperforms PCA in classification accuracy.
The method provides better data privacy protection against blind source separation attacks.
Empirical results on network and biological datasets validate the approach.
Abstract
The characteristics (or numerical patterns) of a feature vector in the transform domain of a perturbation model differ significantly from those of its corresponding feature vector in the input domain. These differences - caused by the perturbation techniques used for the transformation of feature patterns - degrade the performance of machine learning techniques in the transform domain. In this paper, we proposed a nonlinear parametric perturbation model that transforms the input feature patterns to a set of elliptical patterns, and studied the performance degradation issues associated with random forest classification technique using both the input and transform domain features. Compared with the linear transformation such as Principal Component Analysis (PCA), the proposed method requires less statistical assumptions and is highly suitable for the applications such as data privacy and…
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Taxonomy
TopicsImage and Signal Denoising Methods · Bayesian Methods and Mixture Models · Remote Sensing and LiDAR Applications
MethodsPrincipal Components Analysis
