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Enhancing Robustness of Machine Learning Systems via Data Transformations

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arxiv 1704.02654 v4 pith:3ULOX6M7 submitted 2017-04-09 cs.CR cs.LG

Enhancing Robustness of Machine Learning Systems via Data Transformations

classification cs.CR cs.LG
keywords datadefensetransformationsattacksclassificationevasionincludingclassifiers
verification ladder T0 review T1 audit T2 compute T3 formal T4 reserved
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We propose the use of data transformations as a defense against evasion attacks on ML classifiers. We present and investigate strategies for incorporating a variety of data transformations including dimensionality reduction via Principal Component Analysis and data `anti-whitening' to enhance the resilience of machine learning, targeting both the classification and the training phase. We empirically evaluate and demonstrate the feasibility of linear transformations of data as a defense mechanism against evasion attacks using multiple real-world datasets. Our key findings are that the defense is (i) effective against the best known evasion attacks from the literature, resulting in a two-fold increase in the resources required by a white-box adversary with knowledge of the defense for a successful attack, (ii) applicable across a range of ML classifiers, including Support Vector Machines and Deep Neural Networks, and (iii) generalizable to multiple application domains, including image classification and human activity classification.

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Cited by 2 Pith papers

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    LHSD uses spectral filtering on the log-density Hessian to isolate tangent directions from noise and estimate local intrinsic dimension scalably via Stochastic Lanczos Quadrature.

  2. Local Hessian Spectral Filtering for Robust Intrinsic Dimension Estimation

    cs.LG 2026-05 unverdicted novelty 5.0

    LHSD estimates local intrinsic dimension in high-D spaces by spectral filtering of the log-density Hessian via SLQ to isolate zero-curvature tangent directions.