Computer Science ›› 2026, Vol. 53 ›› Issue (10): 447-454.doi: 10.11896/jsjkx.250800109
• Information Security • Previous Articles Next Articles
WANG Shaohui, SUN Siyuan, ZHANG Ping, WANG Huaqun
CLC Number:
| [1] DIFFIE W,HELLMAN M.New directions in cryptography[J].IEEE Transactions on Information Theory,1976,22(6):644-654. [2] KIARASH S,YAVUZ A A.A Comprehensive Survey ofThreshold Signatures:NIST Standards,Post-Quantum Cryptography,Exotic Techniques,and Real-World Applications[J]. arXiv:2311.05514,2023. [3] SHAMIR A.How to share a secret[J].Communications of the ACM,1979,22(11):612-613. [4] BLAKLE Y G R.Safeguarding cryptographic keys[C]//International Workshop on Managing Requirements Knowledge(MARK).1979:313-318. [5] DESMEDTY,FRANKEL Y.Threshold cryptosystems[C]//CRYPTO 1989.Springer,1989:307-315. [6] MACKENZIE P,REITER M K.Two-Party Generation of DSA Signatures[C]//CRYPTO 2001.Springer,2001:218-239. [7] LINDELL Y.Fast Secure Two-Party ECDSA Signing[J].Journal of Cryptology,2021,34(4):1-38. [8] LARA-NINO C A,DIAZ-PEREZ A,MORALES-SANDOVALM.Energy/Area-Efficient Scalar Multiplication with Binary Edwards Curves for the IoT[J].Sensors,2019,19(3):720-734. [9] FANG W,CHEN W,ZHANG W,et al.Digital signature scheme for information non-repudiation in blockchain:a state of the art review[J].EURASIP Journal on Wireless Communications and Networking,2020,2020(1):56-71. [10] JI Y,ZHANG R,TAO Y,et al.Designated confirmer threshold signature and its applications in block-chains[J].Cybersecurity,2024,7:67-82. [11] RIVEST R L,ADLEMAN L,DERTOUZOSM L.On data banks and privacy homomorphisms[J].Foundations of Secure Computation,1978,4(11):169-180. [12] PAILLIER P.Public-key cryptosystems based on composite degree residuosity classes[C]//EUROCRYPT ’99.Springer,1999:223-238. [13] NISHIDE T,SAKURAI K.Distributed Paillier Cryptosystemwithout Trusted Dealer[C]//WISA 2010.Springer,2010:44-60. [14] GENNARO R,GOLDFEDER S.Fast Multiparty ThresholdECDSA with Fast Trustless Setup[C]//CCS’18.New York,2018:1179-1194. [15] XUE H,AU M H,XIE X,et al.Efficientonline-friendly two-party ECDSA signature[C]//CCS 2021.ACM,2021:558-573. [16] KOCAMAN S,TALIBIALAOUI Y.Efficient Secure Two Party ECDSA[C]//IACR Cryptology.2023:1455. [17] 国家密码管理局.SM2 椭圆曲线公钥密码算[EB/OL].http://www.oscca.gov.cn/UpFile/2010122214822692.pdf [18] SHANG M,MA Y,LIN J Q,et al.A threshold scheme for SM2 elliptic curve cryptographic algorithm[J].Journal of Cryptologic Research,2014,1(2):155-166. [19] HOU H X,YANG B,ZHANG L N,et al.Secure Two-PartySM2 Signature Algorithm[J].Acta Electronica Sinica,2020,48(1):1-8. [20] FENG Q,HE D B,LUO M,et al.Efficient Two-Party SM2 Signing Protocol for Mobile Internet[J].Journal of Computer Research and Development,2020,57(10):2136-2146. [21] ZHANG Y,HE D,ZHANG M,et al.A provable-secure andpractical two-party distributed signing protocol for SM2 signature algorithm[J].Frontiers of Computer Science,2020,14(3):1-14. [22] LIU Z Y,LIN J Q.Framework of Two-party ThresholdSchemes for SM2 Digital Signatures[J].Ruan Jian Xue Bao/Journal of Software,2025,36(5):2188-2211. [23] LINDELL Y,NOF A.Fast secure multiparty ECDSA with practical distributed key generation and applications to cryptocurrency custody[C]//CCS 2018.ACM,2018:1837-1854. [24] CANETTI R.Universally composable security:A new paradigm for cryptographic protocols[C]//FOCS 2001.IEEE,2021:136-145. |
| [1] | LI Ruirui, GUO Rui, ZHANG Yinghui, LI Xuelei, LIU Guangjun. Edge Federated Learning Privacy Protection Scheme Based on Multi-key Homomorphic Encryption [J]. Computer Science, 2026, 53(6): 446-459. |
| [2] | HAN Yingmei, LI Bin, LI Kun, ZHOU Qinglei, YU Shiliang. Efficient Hardware Implementation of Pipelined NTT for Dynamic Rotation Factor Generation [J]. Computer Science, 2025, 52(9): 160-169. |
| [3] | XIE Zhenjie, LIU Yiming, CAI Ruijie, LUO Youqiang. Performance Optimization Method for Domestic Cryptographic Algorithm SM9 [J]. Computer Science, 2025, 52(6): 390-396. |
| [4] | XIE Zhenjie, ZHANG Yao, YANG Qichao, SONG Enzhou. Ring Signature Scheme Based on Domestic Cryptographic Algorithm SM9 [J]. Computer Science, 2025, 52(12): 384-390. |
| [5] | XIE Zhenjie, LUO Youqiang, ZHAO Fangfang, REN Shuai. Signcryption Scheme Based on SM9 Domestic Cryptographic Algorithm [J]. Computer Science, 2025, 52(11A): 241200049-8. |
| [6] | LI Jincheng, LI Yingna, FU Guoqing. Design and Application of Decision Tree Algorithms for Privacy-preserving [J]. Computer Science, 2025, 52(11A): 241200115-9. |
| [7] | XIE Zhenjie, LIU Yiming, YIN Xiaokang, LIU Shengli, ZHANG Yongguang. Additively Homomorphic Encryption Scheme Based on Domestic Cryptographic Algorithm SM9 [J]. Computer Science, 2025, 52(11): 408-414. |
| [8] | ZHANG Jindou, CHEN Jingwei, WU Wenyuan, FENG Yong. Privacy-preserving Principal Component Analysis Based on Homomorphic Encryption [J]. Computer Science, 2024, 51(8): 387-395. |
| [9] | XIANG Yanjie, HUANG Xiaofang, XIANG Kefeng, ZHENG Ji’nan. Blockchain Certificateless Encryption Mechanism Based on National Secret Algorithm [J]. Computer Science, 2024, 51(8): 440-446. |
| [10] | ZANG Hongrui, YANG Tingting, LIU Hongbo, MA Kai. Study on Cryptographic Verification of Distributed Federated Learning for Internet of Things [J]. Computer Science, 2024, 51(6A): 230700217-5. |
| [11] | DING Hongfa, YU Yingying, JIANG Heling. Correctness Verifiable Outsourcing Computation Scheme of Shortest Path Querying over Encrypted Graph Data [J]. Computer Science, 2024, 51(5): 400-413. |
| [12] | LIU Zechao, LIANG Tao, SUN Ruochen, HAO Zhiqiang, LI Jun. Research and Implementation of MQTT Security Mechanism Based on Domestic CryptographicAlgorithms [J]. Computer Science, 2024, 51(2): 333-342. |
| [13] | LU Xingyuan, CHEN Jingwei, FENG Yong, WU Wenyuan. Privacy-preserving Data Classification Protocol Based on Homomorphic Encryption [J]. Computer Science, 2023, 50(8): 321-332. |
| [14] | GAO Guangyong, HAN Tingting, XIA Zhihua. Recoverable Data Aggregation Protocol for Wireless Sensor Networks Based on Reversible DigitalWatermarking [J]. Computer Science, 2023, 50(8): 333-341. |
| [15] | ZHAO Min, TIAN Youliang, XIONG Jinbo, BI Renwan, XIE Hongtao. Neural Network Model Training Method Based on Homomorphic Encryption [J]. Computer Science, 2023, 50(5): 372-381. |
|
||