Biblio

Filters: Author is Yu, Jia  [Clear All Filters]
2023-01-20
Wu, Fazong, Wang, Xin, Yang, Ming, Zhang, Heng, Wu, Xiaoming, Yu, Jia.  2022.  Stealthy Attack Detection for Privacy-preserving Real-time Pricing in Smart Grids. 2022 13th Asian Control Conference (ASCC). :2012—2017.

Over the past decade, smart grids have been widely implemented. Real-time pricing can better address demand-side management in smart grids. Real-time pricing requires managers to interact more with consumers at the data level, which raises many privacy threats. Thus, we introduce differential privacy into the Real-time pricing for privacy protection. However, differential privacy leaves more space for an adversary to compromise the robustness of the system, which has not been well addressed in the literature. In this paper, we propose a novel active attack detection scheme against stealthy attacks, and then give the proof of correctness and effectiveness of the proposed scheme. Further, we conduct extensive experiments with real datasets from CER to verify the detection performance of the proposed scheme.

2022-05-10
Tao, Yunting, Kong, Fanyu, Yu, Jia, Xu, Qiuliang.  2021.  Modification and Performance Improvement of Paillier Homomorphic Cryptosystem. 2021 IEEE 19th International Conference on Embedded and Ubiquitous Computing (EUC). :131–136.
Data security and privacy have become an important problem while big data systems are growing dramatically fast in various application fields. Paillier additive homomorphic cryptosystem is widely used in information security fields such as big data security, communication security, cloud computing security, and artificial intelligence security. However, how to improve its computational performance is one of the most critical problems in practice. In this paper, we propose two modifications to improve the performance of the Paillier cryptosystem. Firstly, we introduce a key generation method to generate the private key with low Hamming weight, and this can be used to accelerate the decryption computation of the Paillier cryptosystem. Secondly, we propose an acceleration method based on Hensel lifting in the Paillier cryptosystem. This method can obtain a faster and improved decryption process by showing the mathematical analysis of the decryption algorithm.