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2022-02-07
Qin, Zhenhui, Tong, Rui, Wu, Xingjun, Bai, Guoqiang, Wu, Liji, Su, Linlin.  2021.  A Compact Full Hardware Implementation of PQC Algorithm NTRU. 2021 International Conference on Communications, Information System and Computer Engineering (CISCE). :792–797.
With the emergence and development of quantum computers, the traditional public-key cryptography (PKC) is facing the risk of being cracked. In order to resist quantum attacks and ensure long-term communication security, NIST launched a global collection of Post Quantum Cryptography (PQC) standards in 2016, and it is currently in the third round of selection. There are three Lattice-based PKC algorithms that stand out, and NTRU is one of them. In this article, we proposed the first complete and compact full hardware implementation of NTRU algorithm submitted in the third round. By using one structure to complete the design of the three types of complex polynomial multiplications in the algorithm, we achieved better performance while reducing area costs.
2017-05-22
Liu, Jiayang, Bi, Jingguo.  2016.  Cryptanalysis of a Fast Private Information Retrieval Protocol. Proceedings of the 3rd ACM International Workshop on ASIA Public-Key Cryptography. :56–60.

A private information retrieval (abbreviated as PIR) protocol deals with the schemes that allow a user to retrieve privately an element of a non-replicated database. The security of PIR protocol is that the user wants to retrieve information in a database without the database knowing which information has being retrieved. This is widely applied in medical files, video or songs databases or even stock exchanges share prices. At ISIT 2008, Carlos Aguilar Melchor and Philippe Gaborit presented a lattice-based PIR protocol, whose security based on problems close to coding theory problems known to be NP-complete. In this paper, we present a practical attack on this PIR protocol when the number of elements in the database is not big. More specifically, we can firstly uncover the hidden linear relationship between the public matrices and noisy matrices, and then propose an efficient dimension-reduced attack to locate the index of the element which the user retrieved.