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Beyond Spatial Explanations: Explainable Face Recognition in the Frequency Domain

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arxiv 2407.11941 v1 pith:P53SLJ7L submitted 2024-07-16 cs.CV

classification cs.CV
keywords facefrequencyrecognitiondomainspatialsystemalongcomponents
verification ladder T0 review T1 audit T2 compute T3 formal
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The need for more transparent face recognition (FR), along with other visual-based decision-making systems has recently attracted more attention in research, society, and industry. The reasons why two face images are matched or not matched by a deep learning-based face recognition system are not obvious due to the high number of parameters and the complexity of the models. However, it is important for users, operators, and developers to ensure trust and accountability of the system and to analyze drawbacks such as biased behavior. While many previous works use spatial semantic maps to highlight the regions that have a significant influence on the decision of the face recognition system, frequency components which are also considered by CNNs, are neglected. In this work, we take a step forward and investigate explainable face recognition in the unexplored frequency domain. This makes this work the first to propose explainability of verification-based decisions in the frequency domain, thus explaining the relative influence of the frequency components of each input toward the obtained outcome. To achieve this, we manipulate face images in the spatial frequency domain and investigate the impact on verification outcomes. In extensive quantitative experiments, along with investigating two special scenarios cases, cross-resolution FR and morphing attacks (the latter in supplementary material), we observe the applicability of our proposed frequency-based explanations.

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  1. Frequency Matters: Explaining Biases of Face Recognition in the Frequency Domain

    cs.CV 2025-01 conditional novelty 5.0 of 10

    Face recognition models assign different importance to different image frequencies depending on the ethnicity of the face, and intentionally biased models show larger frequency-importance differences.

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