LevioSA: Lightweight Secure Arithmetic Computation
Carmit Hazay, Yuval Ishai, Antonio Marcedone, Muthuramakrishnan Venkitasubramaniam
摘要
We study the problem of secure two-party computation of arithmetic circuits in the presence of active ("malicious") parties. This problem is motivated by privacy-preserving numerical computations, such as ones arising in the context of machine learning training and classification, as well as in threshold cryptographic schemes. In this work, we design, optimize, and implement anactively secure protocol for secure two-party arithmetic computation. A distinctive feature of our protocol is that it can make a fully modular black-box use of any passively secure implementation of oblivious linear function evaluation (OLE). OLE is a commonly used primitive for secure arithmetic computation, analogously to the role of oblivious transfer in secure computation for Boolean circuits. For typical (large but not-too-narrow) circuits, our protocol requires roughly 4 invocations of passively secure OLE per multiplication gate. This significantly improves over the recent TinyOLE protocol (Döttling et al., ACM CCS 2017), which requires 22 invocations of actively secure OLE in general, or 44 invocations of a specific code-based passively secure OLE. Our protocol follows the high level approach of the IPS compiler (Ishai et al., CRYPTO 2008, TCC 2009), optimizing it in several ways. In particular, we adapt optimization ideas that were used in the context of the practical zero-knowledge argument system Ligero (Ames et al., ACM CCS 2017) to the more general setting of secure computation, and explore the possibility of boosting efficiency by employing a "leaky" passively secure OLE protocol. The latter is motivated by recent (passively secure) lattice-based OLE implementations in which allowing such leakage enables better efficiency. We showcase the performance of our protocol by applying its implementation to several useful instances of secure arithmetic computation. On "wide" circuits, such as ones computing a fixed function on many different inputs, our protocol is 5x faster and transmits 4x less data than the state-of-the-art Overdrive (Keller et al., Eurocrypt 2018). Our benchmarks include a general passive-to-active OLE compiler, authenticated generation of "Beaver triples", and a system for securely outsourcing neural network classification. The latter is the first actively secure implementation of its kind, strengthening the passive security provided by recent related works (Mohassel and Zhang, IEEE S&P 2017; Juvekar et al., USENIX 2018).
问问这篇 Paper
问问你的智能体。
Lune 读过与它相关的顶会 Paper,每个回答都会注明依据哪几篇。
引用它的顶会 Paper6
- CrypTFlow2: Practical 2-Party Secure InferenceDeevashwer Rathee, Mayank Rathee, Nishant Kumar, Nishanth Chandran 等CCS 2020 · 被引用 294 次
- CrypTFlow: Secure TensorFlow InferenceNishant Kumar, Mayank Rathee, Nishanth Chandran, Divya Gupta 等S&P 2020 · 被引用 276 次
- Proximity Gaps for Reed-Solomon CodesEli Ben-Sasson, Dan Carmon, Yuval Ishai, Swastik Kopparty 等FOCS 2020 · 被引用 58 次
- Constructing Locally Leakage-Resilient Linear Secret-Sharing SchemesHemanta K. Maji, Anat Paskin-Cherniavsky, Tom Suad, Mingyuan WangCRYPTO 2021 · 被引用 18 次
- Fusion: Efficient and Secure Inference Resilient to Malicious ServersCaiqin Dong, Jian Weng, Jia-Nan Liu, Yue Zhang 等NDSS 2023
相关 Paper
- TinyOLE: Efficient Actively Secure Two-Party Computation from Oblivious Linear Function EvaluationNico Döttling, Satrajit Ghosh, Jesper Buus Nielsen, Tobias Nilges 等CCS 2017 · 被引用 47 次
- Actively Secure Arithmetic Computation and VOLE with Constant Computational OverheadBenny Applebaum, Niv KonstantiniEUROCRYPT 2023 · 被引用 10 次
- The Price of Active Security in Cryptographic ProtocolsCarmit Hazay, Muthuramakrishnan Venkitasubramaniam, Mor WeissEUROCRYPT 2020 · 被引用 17 次
- Compressing Vector OLEElette Boyle, Geoffroy Couteau, Niv Gilboa, Yuval IshaiCCS 2018 · 被引用 220 次
- Efficient and Generic Methods to Achieve Active Security in Private Information Retrieval and More Advanced Database SearchReo Eriguchi, Kaoru Kurosawa, Koji NuidaEUROCRYPT 2024 · 被引用 1 次
