Zeyu Liu

　　 　　

Zeyu Liu, associate professor, postgraduate supervisor,

College of Science, Northwest A&F University

Sex: Male

Nationality: Chinese

E-mail: liuzeyu@nwsuaf.edu.cn

Working Address: No. 22 Xinong Road, Yangling, Shaanxi,

712100, P.R. China

Education Background

2018 Ph.D. degree in Computational Mathematics, Shanghai University, Shanghai City, P.R. China

2015 M.S. degree in Applied Mathematics, Shanghai University,Shanghai City, P.R. China

2012 B.S. degree in Information and Computing Sciences, Hunan Institute of Science and Technology, Luoyang, Henan Province, P.R.China

Employment Experience

Ÿ 2021-Present Associate Professor at College of Science, Northwest A&F University

Ÿ 2019-2021  Lecturer at College of Science, Northwest A&F University Research Fields

Ÿ Dynamical behaviors analysis of fractional order systems and its application in information security Courses Offered (for undergraduate)

Ÿ Probability and mathematical statistics (2151223)

Ÿ Probability theory I (1151221)

Ÿ Theory and Security of Information (3154510)

Ÿ Programming language (MATLAB) experiment (2154506)

Ÿ Programming language (Python) experiment (2154507)

Research Projects

Ÿ Jan., 2021-Dec., 2022 Research and application of solutions of Caputo fractional difference equation---- Natural Science Basic Research Program of Shaanxi Province Youth Project

Ÿ Jan., 2022-Dec.,2022  Numerical and exact solution of Caputo fractional difference equation and its application----The fundamental Research Funds (Mathematics and Physics) of  Northwest A&F University in 2022

Ÿ May, 2019-May, 2022 Discrete chaotic phenomena of fractional equations and their applications----Scientific Research Funding Project of Northwest A&F University

Articles

[1]Liu Z Y*, Xia T C& Wang Y P. Fractional Quantum Logistic Map and its Application in Image Encryption Technology[J].  Fractals , 2021, 29(7): 2150196-111.

[2]Liu Z Y*, Xia T C&Wang Y P. Image Encryption Technology Based on Fractional Two-Dimensional Discrete Chaotic Map Accompanied with Menezes-Vanstone Elliptic Curve Cryptosystem[J].  Fractals , 2021, 29(3): 2150064-1152.

[3]Liu Z Y*, Xia T C, Feng H R, Ma C Y. Image Encryption Based On Two- dimensional Fractional Quadric Polynomial Map[J].  Fractals , 2021: 2140041.

[4]Liu Z Y, Xia T C*&Wang J B. Image encryption technique based on new two- dimensional fractional-order discrete chaotic map and Menezes-Vanstone elliptic curve cryptosystem[J].  Chinese Physics B , 2018, 27(3): 030502.

[5]Liu Z Y, Xia T C*&Wang J B. Fractional two-dimensional discrete chaotic map and its applications to the information security with elliptic-curve public key cryptography[J].  Journal of Vibration and Contro l, 2018, 24(20): 4797-4824.

[6]Liu Z Y, Xia T C*; Wang J B. Image Encryption Technology Based on Fractional Two Dimensional Triangle Function Combination Discrete Chaotic Map Coupled with Menezes-Vanstone Elliptic Curve Cryptosystem[J].  Discrete Dynamics in Nature and Society , 2018.

[7]Gao Z J, Liu Z Y*&Wang L. An Image Encryption Algorithm Based on the Improved Sine-Tent Map[J].  Discrete Dynamics in Nature and Society , 2021.

[8]Liu Z Y*, Xia T C. Novel two dimensional fractional-order discrete chaotic map and its application to image encryption[J].  Applied Computing and Informatics , 2018, 14(2):177-185.

[9]Liu Z Y, Xia T C*. Discrete Chaotic Phenomena under Fractional cosine and Standard Mappings[J]. Communication on Applied Mathematics and Computation , 2017, 31(1): 79-84.