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A New Approach Towards Encrypted Data Sharing and Computation: Enhancing Efficiency Beyond MPC and Multi-Key FHE (Anil Kumar Pradhan) ia.cr/2024/1622

Abstract. In this paper, we introduce a novel approach to Multi-Key Fully Homomorphic Encryption (MK-FHE) that enhances both efficiency and security beyond the capabilities of traditional MK-FHE and MultiParty Computation (MPC) systems. Our method generates a unified key structure, enabling constant ciphertext size and constant execution time for encrypted computations, regardless of the number of participants involved. This approach addresses critical limitations such as ciphertext size expansion, noise accumulation, and the complexity of relinearization, which typically hinder scalability in multi-user environments. We also propose a new decryption method that simplifies decryption to a single information exchange, in contrast to traditional multi-key FHE systems that require information to be passed between all parties sequentially. Additionally, it significantly enhances the scalability of MK-FHE systems, allowing seamless integration of additional participants without introducing performance overhead. Through theoretical analysis and practical implementation, we demonstrate the superiority of our approach in large-scale, collaborative encrypted computation scenarios, paving the way for more robust and efficient secure data processing frameworks. Further more, unlike the threshold based FHE schemes, the proposed system doesn’t require a centralised trusted third party to split and distribute the individual secret keys, instead each participant independently generates their own secret key, ensuring both security and decentralization.
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EU
ePrint Updates
@eprint.bsky.social
Unofficial bot tracking updates to the IACR Cryptology ePrint Archive (eprint.iacr.org/). Maintained by @str4d.xyz. Currently only posts about new papers. Author names are linkified to Bluesky accounts; contact maintainer for inclusion or removal.
406 followers1 following2.9k posts
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