柯品惠
发布时间: 2015-08-24 访问次数: 5058

柯品惠(keph@fjnu.edu.cn)

个人简介: , 19789月生, 福建建阳人, 教授, 博导, 福建师范大学数学与信息学院、福建省网络安全与密码技术重点实验室, 中国密码学会会员,福建省教育学会数学教学委员会常务理事、副秘书长.  

教育经历:

1. 96.9-00.7 福建师范大学,数学教育专业,大学本科毕业(数学教育学士学位 );

2. 00.9-03.7 福建师范大学,基础数学专业,硕士毕业(基础数学硕士学位);

3. 03.9-06.7 北京邮电大学,密码学专业,博士毕业(军事学博士学位).

工作经历:

1. 2003.07-现在, 福建师范大学数学与信息学院(原福建师范大学数学与计算机科学学院);

2. 2010.07-2010.12, 2019.01-2019.02, 新加坡南洋理工大学CCRG访问.

研究方向:

  现代密码学中的布尔函数的研究、最佳信号设计(序列设计).  

学术期刊审稿人:

1. IEEE Tran. on Information Theory, Information Sciences, Journal of Electronics (China), IEICE Trans. on Fundermental, Journal of Computational and Applied Mathematical,Transc. on Combina, Advances in Mathematics of Communications (AMC), IEEE Access, 中国科学, 电子学报, 通信学报, 工程数学学报, 北京邮电大学学报, 南京航空航天大学学报(英文版), 重庆邮电大学学报, 电子与信息学报等;

2. 数学评论(Mathematical Reviews)评论员(2014- 至今)

在研项目:

1. “De Bruijn序列的构造、性能分析和应用”,国家自然科学基金(61772476, 2018.01-2021.12, 参与,排名第二(项目负责人:郑州大学常祖领教授);

2. “Walsh-Hadamard变换相关的新变换:理论、方法及密码学应用”,国家自然科学基金(61772292, 2018.01-2021.12, 参与,排名第三(项目负责人:莆田学院陈智雄教授).

3. “伪随机序列的扩展复杂度分析及其构造研究” , 福建省自然科学基金(2019J01273), 2019.04-2022.04, 主持.

已结题项目:

1. “几类具有优相关性质的离散信号的设计与分析,国家自然科学基金(61102093)2012.01-2014.12, 项目负责人;

2.  “两类新型最佳离散信号的设计与分析 ”,福建省自然科学基金(2015J01237,  2015-2018,项目负责人;

3. “最佳离散信号设计中若干问题的研究,福建省自然科学基金(2010J01319)2010.06-2013.07, 项目负责人;

3. 福建省高校服务海西建设重点项目-基于数学的信息化技术研究子课题,2010.01-2012.10,项目负责人;

4.“带消息恢复的数字签名技术研究,福建省青年创新基金(2011J05147), 2011.04-2014.03,参与(项目负责人:林昌露博士);

5.“具有高非线性度的布尔函数的研究”,福建省科技厅专项(2006F3044),2006.10-2008.12年,项目负责人;

6.“具有良好相关特性的序列的研究”,网络安全与密码技术福建省高校重点实验室2007年度开放课题(07B002)2007.04-2009.04,项目负责人;

7.“信息安全中若干数学问题的研究”,福建省教育厅科技项目(JA07050), 2007.06- 2009.06,参与(项目负责人:张胜元教授);

8. 隐私保护安全协议的理论与实践研究, 霍英东教育基金, 2014.01-2016.12, 参与 (项目负责人: 黄欣沂教授);

9. 网络与信息安全关键理论和技术, 福建师范大学校创新团队,  2013.09-2016.08, 参与(项目负责人: 许力教授).

教学:

1. 本科:现代密码学,信息与编码,线性代数,离散数学,高等数学,概率论与数理统计,信息安全概论、信息安全数学基础

2. 研究生:Finite Fields and its application, Sequence design, Modern Cryptography

论文著作:

[72] Zhifang Ye,Pinhui Ke(*), Chenghuang Wu. A further study of the linear complexity of new binary cyclotomic sequence of length p^r, Applicable Algebra in Engineering, Communication and Computing, 30:217-231, 2019.

[71] Zhifang Ye, Pinhui Ke(*), Zhixiong Chen. Linear Complexity of d-ary Sequence Derived from Euler Quotients over GF(q), Chinese Journal of Electronics, 28(3):529-534, 2019.

[70] Chenhuang Wu, Chunxiang Xu, Zhixiong Chen, Pinhui Ke, On error linear complexity of new generalized cyclotomic binary sequences of period p^2, Information Processing Letters, 144:9-15, 2019.

[69] Zhengqian Li, Pinhui Ke(*), Shengyuan Zhang, New Classes of Generalized Zero-Difference Balanced Functions and Their Applications, Journal of the Chinese Institute of Engineers, 42(1): 2-9, 2019.

[68] Pinhui Ke, Yueqin Jiang, Zhixiong Chen, On the Linear Complexities of Two Classes of Quaternary Sequences of Even Length With Optimal Autocorrelation, Advances in Mathematics of Communications, 12(3)525–539, 2018.

[67] Pinhui Ke, Zhifan Ye, Shengyuan Zhang, Zuling Chang, On the cross-correlation distribution of d-ary generalized Legendre-Sidelnikov sequences, Chinese Journal of Electronics, 27(2):287-291, 2018.

[66] 柯品惠, 胡电芬, 常祖领. 周期为p^2的完备高斯整数序列的新构造, 工程数学学报, 35(3): 319-328, 2018.

[65] Qi Ye, Pinhui Ke(*), Jian Shen, Linear Complexity of a Class of Pseudorandom Sequences Over a General Finite Field, Soft Computing, 22:4335-4346, 2018.

[64] Zhixiong Chen, Vladimir Edemskiy, Pinhui Ke and Chenhuang Wu. On k-error linear complexity of pseudorandom binary sequences derived from Euler quotients, Advances in Mathematics of Communications, 12(4): 805-816, 2018.

[63] Zhibao Lin, Zhengqian Li, Pinhui Ke(*). New Constructions of Zero-Difference Balanced Functions, IEICE Trans. on Fundamentals, Vol.E101-A,No.10,pp.-,Oct. 2018.

[62] Pinhui Ke, Zhifan Ye, Zhengchun Zhou, Jian Shen. Autocorrelation of the Modified Binary Two-prime Sidelnikov Sequence, International Journal of Foundations of Computer Science, Vol.28, No. 4, pp.391-409, 2017.

[61] Zhengqian Li, Pinhui Ke(*), Zhifan Ye, New Construction of Low-hit-zone Frequency Hopping Sequence Sets with Optimal Partial Hamming Correlation, The 3rd International Conference on Cloud Computing and Security, LNCS 10603,PartII, 2017.

[60] Z Chang,P Ke, Y Zhao. Some Enumeration Results on Binary 2n-Periodic Sequences, International Journal of Foundations of Computer Science Vol. 28, No. 2, 171–184, 2017.

[59] Chunguan Ma, Lei Zhang, Songtao Yang, Xiaodong Zheng, Pinhui Ke. Achieve personalized anonymity through query bolocks exchanging, China Communications,  13(11):106-118,2016.

[58]柯品惠, 叶智钒, 常祖领. 一类推广的Legendre-Sidelnikov序列的自相关分布,电子与信息学报, 电子与信息学报, Vol. 38 (2): 303-309, 2016.

[57]Zhifan Ye, Pinhui Ke, Shengyuan Zhang, Zuling Chang. Zero-defference function derived from Fermat Quotients and Its Applications. IEICE Trans. on Fundamentals, Vol.E98-A, No.11 2015.  

[56]Zhifan Ye,Pinhui Ke, Shengyuan Zhang, Zuling Chang. Some Notes on Pseudorandom Binary Sequences Derived from Fermat-Euler Quotients,IEICE Trans. on Fundamentals, Vol. E98-A, No.10, 2015.

[55]Pinhui Ke, Zhengchun Zhou. A Generic Construction of Z-Periodic Complementary Sequence Sets with Flexible Flock Size and Zero Correlation Zone Length, IEEE Signal Processing Letters, 22(9):1462-1466, September 1, 2015.

[54]Zuling Chang,Pinhui Ke. On the Error Linear Complexity Spectrum of Binary 2^n-periodic Sequences,Chinese Journal of Electronics, 24(2): 366-372, April 10, 2015.

[53]柯品惠,李瑞芳,张胜元.一类新的周期为p^{m+1}q^{n+1}的二元广义分圆序列的线性复杂度,电子学报,Vol. 42 (5): 1009-10132014.

[52]常祖领,周玉倩,柯品惠.一类新的pqr2阶广义分圆序列的线性复杂度,电子学报,2015 Vol. 43 (1): 166-170.

[50]Ke, Pin-hui, Lin, Chang-Lu; Zhang, Sheng-Yuan. Linear complexity of quaternary sequences with odd period and low autocorrelation,Journal ofChina Universities of Posts and Telecommunications, 21(5): 89-93, 2014.

[50]Lin, Changlu, Tang, Fei,Ke, Pinhui, Harn, Lein, Zhang, Shengyuan. Secure universal designated verifier identity-based signcryptionSecurity and Communication Networks,7(2): 434-444, February 2014.

[49]柯品惠,陈浩源.汉明相关值可灵活设定的无碰撞区跳频序列集的构造研究,北京邮电大学学报,37(2),38-42,2014.

[48]余望鸿, 柯品惠.基于正交矩阵偶构造低相关区序列偶集, 福建师范大学学报(自然科学版), 30(2)7-122014.

[47]余望鸿, 柯品惠.四元低相关区序列偶集的构造研究, 武夷学院学报, 325):40-45,2014.

[46]李瑞芳, 柯品惠.一类新的周期为2pq的二元广义分圆序列的线性复杂度,电子与信息学报,2014, 36 (3): 650-654.(EI)

[45]Pinhui Ke, Wanghong Yu, Zuling Chang.A Note on Binary Sequence Pairs With Two-level Correlation,Information Processing letters, 113 (2013) pp. 811-814, 2013.

[44]陈浩源,柯品惠,张胜元.基于矩阵置换的最优无碰撞区跳频序列集的构造研究,计算机应用,33(11):3028-30312013.

[43] Fei Tang, Changlu Lin, and Pinhui Ke. Universal Designated Verifier Signcryption ,Network and System Security(NSS 2012), L. Xu, E. Bertino, and Y. Mu (Eds.), LNCS 7645, pp. 126–134, 2012.

[42]Shengyuan Zhang, Fei Tang, Changlu Lin, Pinhui Ke. Provably secure self-certified signature schemes with message recovery,China Communications, Vol.9, No.10, pp.112-119, 2012.

[41]林志宝,柯品惠,关于一类四元分圆序列的注记,福建师范大学学报(自然科学版), 2012,28(4):10-13.

[40]柯品惠,李瑞芳,张胜元. d-元广义分圆序列的线性复杂度及自相关函数性质分析,电子与信息学报, Vol. 34 (12): 2881-2884, 2012.

[39]Pinhui Ke,Shengyuan Zhang. New classes of sequence families with low correlation by using multiplicative and additive characters.Frontiers of Electrical and Electronic Engineering, Volume 7, Number 3, Pages 308-311, 2012.

[38]Pinhui Ke, Shengyuan Zhang. New Classes of Quaternary Cyclotomic Sequence of Length 2p^m With High Linear Complexity,Information Processing Letters, Vol.12, No. 16, pp. 646-650, 2012.

[37]Pinhui Ke, Shengyuan Zhang, Fuchun Lin. Constructions of Binary Array Set with Zero-Correlation Zone,Information Sciences, 2012 (197):197-206.
 [36]
Pinhui Ke, Jie Zhang, Shengyuan Zhang. On the Linear Complexity and the Autocorrelation of Generalized Cyclotomic Binary Sequences of Length 2p^m,Designs, Codes and Cryptography, 67(3): 325-339
2013.

[35]柯品惠,章海辉,张胜元.一类新的具有最优平均汉明相关性的跳频序列族,通信学报,2012, (9):168-175.

[34]Pinhui Ke, Zheng Yang, Jie Zhang. On the Autocorrelation and Linear Complexity of Some 2p Periodic Quaternary Cyclotomic Sequences over F4, IEICE Trans. on FundamentalsVol.E94-A, No.11, pp.2472-2477, Nov. 2011.

[33]柯品惠, 张胜元. ZCZ阵列偶集的递归构造研究,电子与信息学报,Vol.33 (5): 1257-1260, 2011.

[32]Pinhui Ke, Zhihua Wang, Zheng Yang. New Constructions of Frequency-Hopping Sequences from Power-Residue Sequences,IEICE Trans. on Fundamentals, Vol.E94-A, No.3, pp.1029-1033, Mar. 2011.

[31]杨正, 柯品惠,张胜元, Mpg长的序列集的新构造,福建师范大学学报(自然科学版),第26卷,第5期,20-26, 2010.

[30]章海辉, 柯品惠, 张胜元, 基于分圆类方法的差集偶构造的进一步研究,福建师范大学学报(自然科学版),第26卷,第5期,11-15, 2010.

[29]王志华,柯品惠,张胜元, ZCZ序列偶集的构造研究,福建师范大学学报(自然科学版),第26卷,第5期,16-19, 2010.

[28]Pinhui Ke, Fuchun Lin. New Constructions of Binary Sequences With Optimal Autocorrelation Value,Electronics Letters,2010,Volume 46,Issue 20,pp.1381–1382.

[27]Zheng Yang, Pinhui Ke. On Generalized Cyclotomic Sequence of Order d and Period pq,IEICE Trans. on Fundamentals, Vol.E94-A, No.1, pp.443-447, Jan. 2011.

[26]Zheng Yang, Pinhui Ke. Quaternary Sequences with Odd Period and Low Autocorrelation,Electronics Letters,2010,Volume 46,Issue 15,pp.1068–1069.

[25]Zheng Yang, Pinhui Ke. Construction of Quaternary Sequences of Length pq with Low Autocorrelation,Cryptography and Communications- Discrete Structures,Boolean Functions and Sequences, Volume 3, Issue 2, Page1-5, 2011.

[24]章海辉,王志华,柯品惠.基于广义分圆类的差集偶的新构造.武夷学院学报,2010.

[23]柯品惠,王志华,张胜元.基于交织方法的ZCZ阵列偶集的构造研究,电子与信息学报,2010Vol. 32 (12): 3037-3040.

[22]KE Pin-hui, ZHANG Sheng-yuan. Frequency-Hopping Sequences Based on d-form Functions,The Journal of China University of Posts andTelecommunications,2010, 17(4): 58-62. (EI)

[21]Pinhui Ke,Shengyuan Zhang. New Classes of Binary Array Set with Zero-correlation Zone,CMC2010, pp.50-55.

[20]黄柳玲,柯品惠,张胜元. GF(p)上的轮换对称布尔函数,福建师范大学学报(自然科学版),第25卷,第3期,5-9, 2009.

[19]张云,柯品惠,张胜元.基于分圆类的最优跳频序列族,福建师范大学学报(自然科学版),第25卷,第2期,1-5, 2009.

[18]Yun Zhang,Pinhui Ke, Shengyuan ZhangOptimal Hopping-Frequency Sequence based on CyclotomyFirst International Workshop on Education Technology and Computer Science(ETCS 2009)vol.1, pp:1122-1126.

[17]李建周,柯品惠,张胜元.基于分圆类方法的差集偶构造,福建师范大学学报(自然科学版),第25卷,第4期,1-4, 2009.

[16]Pinhui Ke,Liuling Huang, Shengyuan Zhang. Improved lower bound on the number of balanced symmetric functions over GF(p) ,Information Sciences179 (2009)682-687.

[15]Fuchu Lin,Pinhui Ke,Shengyuan Zhang.A Note on Interleaving Construction for LCZ and ZCZ Sequence Sets,The IET 2ndICWMMN2008, pp: 208-210.

[14]Ke Pin-hui, Zhang Sheng-yuan. Constructions of vector output Boolean functions with high generalized nonlinearity,The Journal of China University of Posts and TelecommunicationsVolume 15, Issue 2, June 2008, pp:77-81.

[13]常祖领,柯品惠,张劼,温巧燕.高非线性度多输出布尔函数的构造.电子学报, 200801, 141-145.

[12]李建周,柯品惠.几乎差集偶与几乎自相关二元序列偶的研究,武夷学院学报,200827(2):10-14.

[11]柯品惠,张劼,温巧燕. Bent序列簇的迹表示的进一步的研究,通信学报,200728(5)118-121.

[10]柯品惠,常祖领,温巧燕. Bent互补函数族的构造及推广.工程数学学报,200724(2)377-380.

[9]常祖领,柯品惠,,温巧燕.Bent函数的性质和构造,北京邮电大学学报, 2006 , 29 (3): 36-39.

[8]常祖领,柯品惠,莫骄,温巧燕.上的正形置换,北京邮电大学学报, 2006, 29(1):115-118.

[7]常祖领,柯品惠,张劼,温巧燕.广义二元Bent序列的性质,北京邮电大学学报, Vol.28, 2005增刊, pp.10-13.

[6]柯品惠,常祖领,温巧燕. GF(q)上的广义bent函数和完全非线性函数,北京邮电大学学报,2006, 29(3):110-113.

[5]柯品惠,刘太琳,温凤桐,温巧燕.有限域上多值逻辑函数的频谱研究,北京邮电大学学报, 2006, 29(1):43-47.

[4]Pinhui Ke,Jie Zhang, Qiaoyan Wen. Results on almost resilient functions.Applied Cryptography and Network Security: 4th International Conference, ACNS 2006, J.Zhou, M.Yung and F.Bao(eds.),LNCS 3989, Springer-Verlag 2006, pp.421-432.

[3]Pin-Hui Ke, Tai-Lin Liu, Qiao-Yan Wen. Construction of almost resilient functions.Cryptology and Network Security: 4thInternational Conference, CANS 2005, Yvo G. Desmedt et al. ed. LNCS 3810, Springer-Verlag 2005, pp:236-246.

[2]柯品惠,常祖领,温巧燕.广义bent序列的构造.通信学报, 2005, 26(12). pp:19-23. (该文被Front. Electr. Electron. Eng. China(2006)1 : 1–7全文摘录).

[1]柯品惠,常祖领,温巧燕.有限域上多值逻辑函数的线性结构及退化性.福建师范大学学报(自然科学版), 2005, 21(2):1-4.

指导研究生:

  • 2018级:乔盼盼;

  • 2017级:仲燕(与张胜元教授合作指导),卢栎羽.

    已毕业

  • 2015:

    江月琴获(获2018年校优秀硕士研究生毕业论文,现就职“闽侯八中”),

    李正谦(获2018年校优秀硕士研究生毕业论文,现就职“泉州石狮一中”);

  • 2013:

    叶智钒(获2015年国家优秀研究生奖学金,现就职“福建江夏学院”,西南交大读博),

    胡电芬(现就职“福建非常同步教育科技有限公司”);

  • 2011

    陈浩源(现就职“福建师范大学福清分校”),

    余望鸿(现就职“厦门双十中学漳州校区”),

    李瑞芳(获2014年校优秀硕士研究生毕业论文一等奖,现就职“厦门市鹭江新城小学”);

  • 2008

    杨正(获2011年校优秀硕士研究生毕业论文一等奖, 已西南交大博士毕业,现为福建师范大学物光学院副教授),

    章海辉(现就职“厦门大学附属中学”),

    王志华(现就职“大同市馨茂中学”).