Computation of Tate Pairing for Supersingular Curves over characteristic 5 and 7. - Kunpeng Wang 001; Bao Li 001 (IACR Cryptol. ePrint Arch., 2005)

A Deniable Group Key Establishment Protocol in the Standard Model. - Yazhe Zhang; Kunpeng Wang 001; Bao Li 001 (ISPEC, 2010)

Pairing Computation on Elliptic Curves of Jacobi Quartic Form. - Hong Wang; Kunpeng Wang 001; Lijun Zhang 013; Bao Li 001 (IACR Cryptol. ePrint Arch., 2010)

Another Elliptic Curve Model for Faster Pairing Computation. - Lijun Zhang 013; Kunpeng Wang 001; Hong Wang; Dingfeng Ye (ISPEC, 2011)

On the Expansion Length Of Triple-Base Number Systems. - Wei Yu 008; Kunpeng Wang 001; Bao Li 001; Song Tian (AFRICACRYPT, 2013)

Triple-Base Number System for Scalar Multiplication. - Wei Yu 008; Kunpeng Wang 001; Bao Li 001; Song Tian (AFRICACRYPT, 2013)

About Hash into Montgomery Form Elliptic Curves. - Wei Yu 008; Kunpeng Wang 001; Bao Li 001; Song Tian (ISPEC, 2013)

Joint Triple-Base Number System for Multi-Scalar Multiplication. - Wei Yu 008; Kunpeng Wang 001; Bao Li 001; Song Tian (ISPEC, 2013)

On the Lossiness of 2 k -th Power and the Instantiability of Rabin-OAEP. - Haiyang Xue; Bao Li 001; Xianhui Lu; Kunpeng Wang 001; Yamin Liu (CANS, 2014)

A Note on Diem's Proof. - Song Tian; Kunpeng Wang 001; Bao Li 001; Wei Yu 008 (Inscrypt, 2014)

Fully Homomorphic Encryption with Auxiliary Inputs. - Fuqun Wang; Kunpeng Wang 001 (Inscrypt, 2014)

Hashing into Generalized Huff Curves. - Xiaoyang He; Wei Yu 008; Kunpeng Wang 001 (Inscrypt, 2015)

Improved Tripling on Elliptic Curves. - Weixuan Li; Wei Yu 008; Kunpeng Wang 001 (Inscrypt, 2015)

Analysis of Fractional ωmbNAF for Scalar Multiplication. - Weixuan Li; Wei Yu 008; Kunpeng Wang 001 (ISPEC, 2015)

Models of Curves from GHS Attack in Odd Characteristic. - Song Tian; Wei Yu 008; Bao Li 001; Kunpeng Wang 001 (ISPEC, 2015)

Some Elliptic Subcovers of Genus 3 Hyperelliptic Curves. - Song Tian; Wei Yu 008; Bao Li 001; Kunpeng Wang 001 (ISPEC, 2015)

Leveled Strongly-Unforgeable Identity-Based Fully Homomorphic Signatures. - Fuqun Wang; Kunpeng Wang 001; Bao Li 001; Yuanyuan Gao (ISC, 2015)

Hashing into Jacobi Quartic Curves. - Wei Yu 008; Kunpeng Wang 001; Bao Li 001; Xiaoyang He; Song Tian (ISC, 2015)

LWE-Based FHE with Better Parameters. - Fuqun Wang; Kunpeng Wang 001; Bao Li 001 (IWSEC, 2015)

An Efficient Leveled Identity-Based FHE. - Fuqun Wang; Kunpeng Wang 001; Bao Li 001 (NSS, 2015)

Deterministic Encoding into Twisted Edwards Curves. - Wei Yu 008; Kunpeng Wang 001; Bao Li 001; Xiaoyang He; Song Tian (ACISP (2), 2016)

Constructing Isogenies on Extended Jacobi Quartic Curves. - Xiu Xu; Wei Yu 008; Kunpeng Wang 001; Xiaoyang He (Inscrypt, 2016)

Hashing into Twisted Jacobi Intersection Curves. - Xiaoyang He; Wei Yu 008; Kunpeng Wang 001 (Inscrypt, 2017)

Compact (Targeted Homomorphic) Inner Product Encryption from LWE. - Jie Li; Daode Zhang; Xianhui Lu; Kunpeng Wang 001 (ICICS, 2017)

Cover attacks for elliptic curves with cofactor two. - Song Tian; Bao Li 001; Kunpeng Wang 001; Wei Yu 008 (Des. Codes Cryptogr., 2018)

Strongly Secure Authenticated Key Exchange from Supersingular Isogeny. - Xiu Xu; Haiyang Xue; Kunpeng Wang 001; Song Tian; Bei Liang; Wei Yu 008 (IACR Cryptol. ePrint Arch., 2018)

Preprocess-then-NTT Technique and Its Applications to KYBER and NEWHOPE. - Shuai Zhou 001; Haiyang Xue; Daode Zhang; Kunpeng Wang 001; Xianhui Lu; Bao Li 001; Jingnan He (IACR Cryptol. ePrint Arch., 2018)

LWR-Based Fully Homomorphic Encryption, Revisited. - Fucai Luo; Fuqun Wang; Kunpeng Wang 001; Jie Li; Kefei Chen (Secur. Commun. Networks, 2018)

Strongly Secure Authenticated Key Exchange from Supersingular Isogenies. - Xiu Xu; Haiyang Xue; Kunpeng Wang 001; Man Ho Au; Song Tian (ASIACRYPT (1), 2019)

Improved Digital Signatures Based on Elliptic Curve Endomorphism Rings. - Xiu Xu; Christopher Leonardi; Anzo Teh; David Jao; Kunpeng Wang 001; Wei Yu 008; Reza Azarderakhsh (ISPEC, 2019)

Efficient Leveled (Multi) Identity-Based Fully Homomorphic Encryption Schemes. - Tongchen Shen; Fuqun Wang; Kefei Chen; Kunpeng Wang 001; Bao Li 001 (IEEE Access, 2019)

Fully homomorphic encryption based on the ring learning with rounding problem. - Fucai Luo; Fuqun Wang; Kunpeng Wang 001; Kefei Chen (IET Inf. Secur., 2019)

A more efficient leveled strongly-unforgeable fully homomorphic signature scheme. - Fucai Luo; Fuqun Wang; Kunpeng Wang 001; Kefei Chen (Inf. Sci., 2019)

SecureBP from Homomorphic Encryption. - Qinju Liu; Xianhui Lu; Fucai Luo; Shuai Zhou 001; Jingnan He; Kunpeng Wang 001 (Secur. Commun. Networks, 2020)

Hybrid Dual Attack on LWE with Arbitrary Secrets. - Lei Bi 002; Xianhui Lu; Junjie Luo 001; Kunpeng Wang 001; Zhenfei Zhang (IACR Cryptol. ePrint Arch., 2021)

Partial Key Exposure Attacks on RSA with Moduli N=prqs. - Simeng Yuan; Wei Yu 008; Kunpeng Wang 001; Xiuxiu Li (ISIT, 2022)

Efficient Scalar Multiplication on Koblitz Curves with Pre-computation. - Xiuxiu Li; Wei Yu 008; Kunpeng Wang 001 (ISC, 2022)

Hash-based signature revisited. - Lingyun Li; Xianhui Lu; Kunpeng Wang 001 (Cybersecur., 2022)

Hybrid Dual and Meet-LWE Attack. - Lei Bi 002; Xianhui Lu; Junjie Luo 001; Kunpeng Wang 001 (IACR Cryptol. ePrint Arch., 2022)

Full Domain Functional Bootstrapping with Least Significant Bit Encoding. - Zhihao Li 001; Benqiang Wei; Ruida Wang; Xianhui Lu; Kunpeng Wang 001 (Inscrypt (1), 2023)

Revisiting Key Switching Techniques with Applications to Light-Key FHE. - Ruida Wang; Zhihao Li 001; Benqiang Wei; Chunling Chen; Xianhui Lu; Kunpeng Wang 001 (ICISC (1), 2023)

An Improved BKW Algorithm for Solving LWE with Small Secrets. - Yu Wei; Lei Bi 002; Kunpeng Wang 001; Xianhui Lu (ISC, 2023)

Implementation of the Elliptic Curve Method. - Xiuxiu Li; Wei Yu 008; Kunpeng Wang 001 (SciSec, 2023)

Almost Injective and Invertible Encodings for Jacobi Quartic Curves. - Xiuxiu Li; Wei Yu 008; Kunpeng Wang 001; Luying Li (SciSec, 2023)

Security estimation of LWE via BKW algorithms. - Yu Wei; Lei Bi 002; Xianhui Lu; Kunpeng Wang 001 (Cybersecur., 2023)

A Novel Window τNAF on Koblitz Curves. - Xiuxiu Li; Wei Yu 008; Kunpeng Wang 001 (ACISP (1), 2024)

TFHE Bootstrapping: Faster, Smaller and Time-Space Trade-Offs. - Ruida Wang; Benqiang Wei; Zhihao Li 001; Xianhui Lu; Kunpeng Wang 001 (ACISP (1), 2024)

Efficient Blind Rotation in FHEW Using Refined Decomposition and NTT. - Ying Liu; Zhihao Li 001; Ruida Wang; Xianhui Lu; Kunpeng Wang 001 (ISC (1), 2024)

eBiBa: A Post-Quantum Hash-Based Signature With Small Signature Size in the Continuous Communication of Large-Scale Data. - Lingyun Li; Xianhui Lu; Kunpeng Wang 001 (Comput. J., 2024)

Circuit Bootstrapping: Faster and Smaller. - Ruida Wang; Yundi Wen; Zhihao Li 001; Xianhui Lu; Benqiang Wei; Kun Liu; Kunpeng Wang 001 (IACR Cryptol. ePrint Arch., 2024)

Faster Bootstrapping via Modulus Raising and Composite NTT. - Zhihao Li 001; Ying Liu; Xianhui Lu; Ruida Wang; Benqiang Wei; Chunling Chen; Kunpeng Wang 001 (IACR Trans. Cryptogr. Hardw. Embed. Syst., 2024)

Faster NTRU-based Bootstrapping in less than 4 ms. - Zhihao Li 001; Xianhui Lu; Zhiwei Wang; Ruida Wang; Ying Liu; Yinhang Zheng; Lutan Zhao; Kunpeng Wang 001; Rui Hou 001 (IACR Trans. Cryptogr. Hardw. Embed. Syst., 2024)

Thunderbird: Efficient Homomorphic Evaluation of Symmetric Ciphers in 3GPP by combining two modes of TFHE. - Benqiang Wei; Xianhui Lu; Ruida Wang; Kun Liu; Zhihao Li 001; Kunpeng Wang 001 (IACR Trans. Cryptogr. Hardw. Embed. Syst., 2024)

Key derivable signature and its application in blockchain stealth address. - Ruida Wang; Ziyi Li 002; Xianhui Lu; Zhenfei Zhang; Kunpeng Wang 001 (Cybersecur., 2024)

Compact Lifting for NTT-Unfriendly Modulus. - Ying Liu; Xianhui Lu; Yu Zhang; Ruida Wang; Ziyao Liu; Kunpeng Wang 001 (ACISP (2), 2025)

Memory-Efficient BKW Algorithm for Solving the LWE Problem. - Yu Wei; Lei Bi 002; Xianhui Lu; Kunpeng Wang 001 (IACR Cryptol. ePrint Arch., 2025)

Full domain functional bootstrapping using the prime cyclotomic ring. - Ruida Wang; Xianhui Lu; Yundi Wen; Zhihao Li 001; Benqiang Wei; Kunpeng Wang 001; Lixia Luo (Theor. Comput. Sci., 2025)

An improved BKW algorithm on the learning with rounding problem. - Yu Wei; Lei Bi 002; Kunpeng Wang 001; Xianhui Lu (Cybersecur., 2025)