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  • https://doi.org/10.1109/pst65910.2025.11268867Copy DOI Icon

Private Function Evaluation using CKKS-based Homomorphic Encrypted LookUp Tables

  • Aug 26, 2025
  • Hao-Yun Zhu +2 more
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Abstract

To address the growing security challenges in cloud computing, homomorphic encryption (HE) offers a promising solution for a third party to evaluate functions and maintain data privacy even during calculation, as it allows for the evaluation on ciphertexts. However, the practical use of HE is constrained by limited arithmetic capabilities and high computational overhead. A promising strategy to mitigate these challenges is to evaluate HE-unfriendly functions through precomputed lookup tables (LUTs). This paper proposes a non-interactive model for evaluating arbitrary one-input functions using homomorphic encrypted LUTs with word-wise HE. Existing methods based on BFV/BGV schemes require precomputing outputs for all possible inputs, which leads to significant computational overhead. Furthermore, they are restricted to integer computations. This paper proposes a new LUT-based method that extends these approaches by employing the CKKS scheme, which supports approximate realnumber computation, thereby enhancing flexibility and efficiency. Our CKKS-based LUT computation method enables a flexible trade-off between accuracy and latency while supporting realnumber operations. Specifically, increasing the LUT size improves the output accuracy for a given function, allowing users to balance computational precision and processing speed according to their needs. Our experimental evaluation confirms that the proposed method achieves up to a $19 \%$ reduction in latency and up to an $\mathbf{8 1. 1 \%}$ reduction in MAPE compared to baselines with larger domains, i.e., plaintext space, while maintaining acceptable memory consumption.

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