| Name | Jianxiang Cao （中文简历） | |
Title | Associate Professor | |
Department | Department of Computer Science and Technology | |
Courses Taught | Discrete Mathematics (Bachelor Program), Data Structure (Bachelor Program), The Design and Analysis of Algorithm (Master Program), and Graph Theory (Bachelor Program) | |
Research Interest or Teaching Expertise | Network Reliability and Fault-Tolerance Based on Graph Theory | |
Publication | 1. Jianxiang Cao，Wenqian Shang，Weiguo Lin， Research on the Stability of two special Networks， DSA 2019. 2. Yinan Yuwen, Jianxiang Cao, Weiguo Lin, Analysis on Radio and Television Development. The 8th Inter- national Workshop on IntelligentComputational Science (ICS 2017). 3. Jianxiang Cao, Minyong Shi, Lihua Feng, ON THE EDGE- HYPER-HAMILTONIAN LACEABILITY OF BALANCED HYPERCUBES, Discussiones Mathematicae Graph Theory 36 (2016) 805–817. 4. Lihua Feng, Jianxiang Cao, Weijun Liua,b, Shifeng Ding, Henry Liu, The spectral radius of edge chromatic critical graphs，Linear Algebra & Its Applications,2016,492:78-88. 5. Lei Zhang, Jianxiang Cao, and Jianyu Li，Complex Networks: Statistical Properties, Community Structure, and Evolution，Mathematical Problems in Engineering，Volume 2015. | |
Projects | Scientific Research Projects 1. Digital Multimedia Copyright Protection and Supervision System and Standards Based on Native Cipher, National Radio and Television Administration, April 2019-April 2021, Participant, RMB 800,000.00 2. Intelligent Processing Technologies of Medium Information in Social Network, Communication University of China, October 2019-December 2019, Principal Investigator, RMB 30,000.00 3. Security System of Intelligent Convergence Media Based on Dependable Computing (I), Communication University of China, January 2020-December 2022, Participant, RMB 160,000.00 4. Key Technologies of Man-Machine Conversation Based on Deep Learning, Communication University of China, May 2019-April 2021, Participant, RMB 80,000.00 | |
Admission Requirements | Master Degree Candidates: accomplished in basic mathematics and computer science Doctoral Candidates: | |
