学术成果

[1] LiFulin(李富林); ChenTingyan; Li Meng; Lin Changlu. Efficient and verifiable general quantum secret sharing based on special entangled state[J]. IEEE Internet of Things Journal, 2024,11(8):14127-14135.（SCI中科院一区Top，影响因子9.936）

[2] LiFulin(李富林); ChenTingyan; Zhu Huihui; ZhuShixin; Pang Binbin. Dynamic hierarchical quantum secret sharing with general access structure[J]. Quantum Information Processing, 2023, 22: 320. （SCI中科院三区，影响因子2.433）

[3] LiFulin(李富林); Luo Mei; Zhu Huihui; Zhu Shixin; Pang Binbin. A (w, t, n)-weighted threshold dynamic quantum secret sharing scheme with cheating identification[J]. Physica A: Statistical Mechanics and its Applications, 2023,612: 128494.（SCI中科院二区，影响因子2.924）

[4] LiFulin(李富林);Luo Mei; Zhu Shixin; Pang Binbin. General quantum secure multiparty computation protocol for simultaneous summation and multiplication[J]. Physica Scripta, 2024,99(1).（SCI中科院三区，影响因子1.985）

[5] LiFulin(李富林); HuHang;ZhuShixin; YanJiayun; DingJian. A verifiable (k, n)-threshold dynamic quantum secretsharing scheme[J]. Quantum Information Processing, 2022, 21: 259.（SCI中科院三区，影响因子2.433）

[6] LiFulin(李富林);ChenTingyan; ZhuShixin. Dynamic (t, n) threshold quantum secret sharing based ond-dimensional Bell state[J]. Physica A: Statistical Mechanics and its Applications, 2022, 606: 128122.（SCI中科院二区，影响因子2.924）

[7] LiFulin(李富林); LuoMei; ZhuShixin. A new (w, t, n)-weighted threshold quantum secret sharingscheme based on two-qubit system[J]. Physica A: Statistical Mechanics and its Applications, 2022, 607: 128229.（SCI中科院二区，影响因子2.924）

[8] LiFulin(李富林); HuHang; ZhuShixin. A (k,n)-threshold dynamic quantum secure multiparty multiplication protocol[J].Quantum Information Processing, 2022, 21:394.（SCI中科院三区，影响因子2.433）

[9] LiFulin(李富林); LiuYang; Yan Jiayun; Zhu Shixin.A new fair multi‑secret sharing scheme based on asymmetricbivariate polynomial[J]. Cryptography and Communications, 2022, 14: 1039-1053. （SCI中科院三区，影响因子1.291）

[10] LiFulin(李富林); Yan Jiayun; Zhu Shixin; Hu Hang. A verifiable multi-secret sharing scheme based on short integer solution[J]. Chinese Journal of Electronics,2023, 32(3):556-563.（SCI中科院四区，影响因子0.941）

[11] LiFulin(李富林); Hu Hang; Zhu Shixin; Yan Jiayun. A fully dynamic multi-secret sharing scheme with redundant authorization[J]. Cryptography and Communications, 2024, 16: 3-20.（SCI中科院三区，影响因子1.291）

[12] LiFulin(李富林); HuHang; Zhu Shixin; Li Ping. A verifiable (k, n)-threshold quantum secure multiparty summation protocol[J]. International Journal of Theoretical Physics, 2023, 62(2):17. （SCI中科院四区，影响因子1.347）

[13] LiFulin(李富林); ChenTingyan; ZhuShixin. A (t, n) threshold quantum secret sharing scheme with fairness[J]. International Journal of Theoretical Physics,2023, 62: 119. （SCI中科院四区，影响因子1.347）

[14] LiFulin(李富林); ChenTingyan; ZhuShixin. An efficient and secure dynamic quantum direct two-secrets sharing scheme[J], Modern Physics Letters B, 2023, 37: 2350180. （SCI中科院四区，影响因子1.224）

[15] Wang Yaru; LiFulin*(李富林); Zhu Shixin.Secret Sharing Schemes from Linear Codes over F_2 + vF_2 + v~2F_2[J]. Chinese Journal of Electronics, 2021, 30(5): 895-901.（SCI中科院四区，影响因子0.941）

[16] LiFulin(李富林); Yan Jiayun; Zhu Shixin.General quantum secret sharing scheme based on two qudit[J]. Quantum Information Processing, 2021, 20: 328.（SCI中科院三区，影响因子2.433）

[17] Wang Yaru; LiFulin*(李富林); Zhu Shixin.Two-Weight Linear Codes and Their Applications in Secret Sharing[J]. Chinese Journal of Electronics, 2019, 28(4): 706-711.（SCI中科院四区，影响因子0.941）

[18] LiFulin(李富林); ZhuShixin; HuHonggang; JiangTing. Determining the k-error joint linear complexity spectrum for a binary multisequence with period p(n)[J]. Cryptography andCommunications, 2016, 8(4): 513-523.（SCI中科院三区，影响因子1.291）

[19] LiFulin(李富林); Hu Honggang; Zhu Shixin. FCSR periodic multi-sequences with maximal joint N-adic complexity and large k-error joint N-adic complexity over Z/(N)[J]. Journal of Systems Science and Complexity, 2014, 27(2): 370-381.（SCI中科院三区，影响因子0.926）

[20] ZhuShixin; LiFulin(李富林). Periodic sequences with maximal N-adic complexity and large k-error N-adic complexity over Z/(N)[J]. Journal of Complexity, 2012, 28(2): 202-208. （SCI中科院二区，影响因子1.338）

[21] LiFulin(李富林); Liu Zhuo; ZhuShixin; Liu li. A rational hierarchical (t,n)-threshold quantum secret sharing scheme[J]. Quantum Information Processing,2024,23(2). （SCI中科院三区，影响因子2.433）

[22] Luo Mei;  LiFulin*(李富林); Liu Li; Zhu Shixin. Verifiable quantum protocol for dynamic secure multiparty summation based on homomorphic encryption[J].Journal of Physics A: Mathematical and Theoretical, 2024,57(11). (SCI中科院三区，影响因子1.996)

[23] LiFulin(李富林); GuJiayu; ZhuShixin. A d-dimensional Efficient and Verifiable Quantum Multi-secret Sharing Scheme[J]. International Journal of Theoretical Physics, 2025, 64(6): 172. （SCI中科院四区，影响因子1.7）

[24] LiuZhuo; LiFulin*(李富林); HanMu; ZhuShixin. Efficient and secure multiparty summation without semi-honest third-party[J]. Computer Networks, 2025, 272: 111690. （SCI中科院三区，影响因子4.6）

[25] GuJiayu; LiFulin*(李富林); ZhuShixin. Cryptanalysis and improvement of fair quantum secret sharing based on symmetric bivariate polynomial[J]. Journal of Physics A: Mathematical and Theoretical, 2025, 58(45): 455302. （SCI中科院三区，影响因子2.1）

[26] GuJiayu; LiFulin*(李富林); ZhuShixin. A new and efficient fair quantum secret sharing scheme[J]. Quantum Information Processing, 2025, 24: 381. （SCI中科院三区，影响因子2.2）