高健

姓名 高健 性别 民族  图片15
出生年月 1986.12 政治面貌 党员
职称(硕导、博导) 讲师 职务
联系电话 157****6286 E-mail jiangao@mail.nankai.edu.cn
学习工作简历 1. 2005.09-2009.06,山东理工大学理学院,学士学位

2. 2009.09-2012.06,山东理工大学理学院,理学硕士

3. 2012.09-2015.06,南开大学陈省身数学研究所,理学博士

4. 2015.07-至今,山东理工大学理学院

社会兼职、荣誉称号 1. 编码理论与密码学国际著名学术期刊《IEEE Transactions on Information Theory》、《Designs, Codes and Cryptography》、《Finite Fields and Their Applications》、《Applicable Algebra in Engineering, Communications and Computing》、《Cryptography and Communications》等特约审稿专家

2. 美国数学会《Mathematical Reviews》数学评论员

教授课程、教学成果及奖励 主要为硕士研究生开设《Finite Fields》、《Quaternary Codes》、 《Error-Correcting Codes》等课程
主要研究方向 编码理论、密码学
科研成果及奖励 已在国内外重要的学术期刊上发表(或接收)本方向的研究论文20余篇,其中SCI检索源刊论文15篇,EI检索源刊论文3篇,中文权威核心期刊论文1篇。

1. Jian Gao( 高健), Minjia Shi, Tingting Wu*,Fang-Wei Fu. On double cyclic codes over Z4. Finite Fields and Their Applications. 2016, 39: 233-250.        SCI

2. Jian Gao*高健), Linzhi Shen, Fang-Wei Fu. A Chinese remainder theorem approach to skew generalized quasi-cyclic codes over finite fields. Cryptography and Communications. 2016, 8(1): 51-66.      SCI

3. Jian Gao*高健). Quantum codes from cyclic codes over Fq+vFq+v2Fq+v3Fq. International Journal of Quantum Information. 2015, 13(8): 1550063 (8 pages).       SCI

4. Jian Gao*高健), Linzhi Shen. A class of 1-geenrator quasi-cyclic codes over finite chain rings. International Journal of Computer Mathematics. 2016, 93(1): 40-54.        SCI

5. Jian Gao*高健). Note on support weight distribution on linear codes over Fp+uFp. Bulletin of the Australian Mathematical Society. 2015, 91(2): 345-350.       SCI

6. Jian Gao*高健), Fang-Wei Fu. Linear codes and -constacyclic codes over . IEICE Transactions on Fundamentals of Electronics, Communications and Computer Sciences. 2015, 98(4): 1044-1048.  SCI

7. Jian Gao*高健), Linzhi Shen, Fang-Wei Fu, Wenli Ren. Some results on generalized quasi-cyclic codes over . IEICE Transactions on Fundamentals of Electronics, Communications and Computer Sciences. 2014, 97(4): 1005-1011.         SCI

8. Jian Gao*高健), Qiong Kong. 1-generator quasi-cyclic codes over Fpm+uFpm+…+us-1Fpm. Journal of The Franklin Institute. 2013, 350(10): 3260-3276.       SCI

9. Jian Gao( 高健), Fanghui Ma. Good p-ary linear codes from quadratic residue codes over Fp+vFp. Chinese Journal of Electronics. 2015, (已接收).  SCI

10. Tingting Wu, Jian Gao*高健), Fang-Wei Fu. 1-generator generalized quasi-cyclic codes over . Cryptography and Communications. 2015, published online, DOI: 10.1007/s12095-015-0175-0      SCI

11. Tingting Wu, Jian Gao( 高健), Fang-Wei Fu. Some results on triple cyclic codes over Z4. IEICE Transactions on Fundamentals of Electronics, Communications and Computer Sciences. 2016, 99(5): 998-1004.         SCI

12. Xianfang Wang, Jian Gao( 高健),Secret sharing schemes from linear codes over Fp+vFp, International Journal of Foundations of Computer Science,2015(已接收). SCI

13. Yonglin Cao*, Jian Gao( 高健), Fang-Wei Fu. Semisimple multivariable Fq-linear codes over Fql. Designs Codes and Cryptography. 2015, 77(1): 153-177.       SCI

14. Yonglin Cao*, Jian Gao( 高健), Fang-Wei Fu, Yuan Cao. Enumeration and construction of additive cyclic codes over Galois rings. Discrete Mathematics. 2015, 338(6): 922-937.        SCI

15. Yonglin Cao*, Jian Gao( 高健). Constructing quasi-cyclic codes from linear algebra theory. Designs Codes and Cryptography. 2013, 67(1): 59-75.        SCI

16. Jian Gao*高健). Some results on linear codes over Fp+uFp+u2Fp. Journal of Applied Mathematics and Computing. 2015, 47(1): 473-485.        EI

17. Jian Gao*高健), Fang-Wei Fu. Note on quasi-twisted codes and an application. Journal of Applied Mathematics and Computing. 2015, 47(1): 487-506.        EI

18. Jian Gao*高健), Linzhi Shen, Fang-Wei Fu. Bounds on quasi-cyclic codes over finite chain rings. Journal of Applied Mathematics and Computing. 2016, 50(1): 577-587.    EI

19. Jian Gao( 高健), Fang-Wei Fu, Ling Xiao, Rama Krishna Bandi, Some results on cyclic codes over Zq+uZq. Discrete Mathematics, Algorithms and Applications. 2015, 1550058(9 pages).

20. Jian Gao( 高健), Xianfang Wang, Two self-dual codes with larger lengths over Z9. Discrete Mathematics, Algorithms and Applications, 2015, 1550029,(14 pages).

21. 高健,施敏加,王现方,符方伟. 环Fp[v]/(vm-v)上线性码的Gray映射及其应用. 中国科学A辑:数学, 2015, (已接收).

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