姓名:Zia Ullah Khan (李龙) | 性别:Male |
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学历:PhD | 学位:PhD Mathematics | |
职称:Assistant Professor | 政治面貌： | |
办公电话: | Email: | |
系别:Department of Mathematics | 办公室:临港B2楼A404室 | |
个人简介: Zia Ullah Khan, PhD, Assistant Professor/ Foreign Expert. Graduated from Shanghai Jiao Tong University in 2022 with a PhD degree in Mathematics. Since November 2022, has been working at School of Mathematics and Physics, Shanghai University of Electric Power. Main research interests are in spectral graph theory, combinatorics and image processing using some graph techniques. He has published in prestigious journals and presented at international conferences, contributing to the advancement of knowledge in graph theory and its practical applications. He actively collaborates with researchers from various fields. Committed to advancing both research and education, he actively mentors students, fosters collaborative projects, and strives to make complex mathematical concepts accessible to a wider audience. | ||
研究方向:Graph theory, Combinatorics, Matrix Theory, Image Processing | ||
主讲课程:Linear Algebra, Graph theory, Advance Mathematics, Probability Theory | ||
Research Papers: Some representative papers [1]Khan, Z. U., M. Rehman, M. Arfran and S. Boularaas, The artificial neural network approach for the transmission of malicious codes in wireless sensor networks with Caputo derivative. International Journal of Numerical Modelling, Electronic Networks, Devices and fields, 37, no. 3 (2024): e3256. [2]Khan, Z. U., and Zhang, XD. On generalized distance spectral radius and generalized distance energy of graphs. Discrete Mathematics, algorithms and applications, (2023) 2250176. [3]Khan, Z. U., and Yuan, LT, A note on 2-power Hamiltonian Cycle of graphs. Discrete Mathematics, 345(8), August 2022, 908-112. [4]Khan, Z. U., and Zhang, XD. On Spectrum of connected graphs, Contributions to Discrete Mathematics, 17(2), December 2022, 77-95. [5]Hameed, A., Khan, Z. U., and Tyglov, M. Laplacian energy and Zagreb Index of graph with distinct integer Laplacian eigenvalue of graph. Analele Stiintifice ale Universitatii Ovidius din Constanta, Math. Series.Vol XXX-2 (2022). [6]Khan, Z. U., and Hameed, A. Note on generalized distance spectrum of connected graphs. Thai Journal of Mathematics, 20 (4), December 2022, 1505 - 1518. | ||
科研项目: [1]Personal Investigator, Degree distance spectra of Graphs, National Natural Science Foundation of China (NSFC-RFIS), Grant number 12350410356, 2024-2025. [2]Personal Investigator, Graph based image segmentation, Shanghai University of Electric Power Young Teacher Funding Program 2024-2025. [3]Participant as Research scholar, National Natural Science Foundation of China (Nos.11971311, 12026230) under supervision of Prof. XD Zhang. [4]Participant as Research scholar, Montenegrin-Chinese Science and Technology Co-operation Project (Nos. 3-12) under supervision of Prof. XD Zhang. | ||
