Assoc. Prof. Dr. Xuemin Yao | Nonlinear Dynamic Interactions | Research Excellence Award

Published on by High Energy Physics

Assoc. Prof. Dr. Xuemin Yao | Nonlinear Dynamic Interactions | Research Excellence Award

Hebei Geo University | China

Assoc. Prof. Dr. Xuemin Yao is a researcher at the College of Information Engineering, Hebei GEO University, Shijiazhuang, China. Their work focuses on nonlinear dynamics, nonlinear partial differential equations, fluid mechanics, nonlinear molecular waves, and physical information neural networks. They have developed a strong research profile in the study of nonlinear wave mechanisms, state-transition behaviors, and controllable wave structures in fluid and plasma environments. Dr. Yao has published extensively in high-impact international journals, contributing significant findings on transformed nonlinear waves, breather molecules, and complex dynamic interactions in multi-dimensional nonlinear evolution equations. Their work advances theoretical understanding and practical modeling approaches in nonlinear science and fluid dynamics.

Yao, X., Wen, J., Li, Y., & Zhao, J. (2025). Mechanism investigations on certain unbounded/bounded breather molecules and transformed molecular waves for an extended (3+1)-dimensional Jimbo–Miwa equation in fluid mechanics. Wave Motion.

Yao, X., Zhao, J., & Liang, R. (2025). State-transition mechanisms for (2+1)-dimensional Sawada–Kotera equation with variable coefficients in plasma physics and fluid dynamics. Chaos, Solitons & Fractals.

Yao, X., & Wang, L. (2025). The dynamics of nonlinear molecular waves in a (3+1)-dimensional nonlinear evolution equation in fluid mediums. Nonlinear Dynamics.

Yao, X., Ma, J., & Meng, G. (2025). The state transition mechanism of nonlinear waves with external force control in the fluid or plasma. Applied Mathematics Letters.

Yao, X., Ma, J., & Meng, G. (2024). The phase transition of control parameters for the (3+1)-dimensional Konopelchenko–Dubrovsky–Kaup–Kupershmidt equation in plasma or ocean dynamics. Nonlinear Dynamics.

Dr. Mohammad Monir Uddin | Applied Mathematics | Editorial Board Member

Published on by High Energy Physics

Dr. Mohammad Monir Uddin | Applied Mathematics | Editorial Board Member

North South University | Bangladesh

Dr. Mohammad Monir Uddin is a researcher in computational mathematics specializing in model order reduction, control theory, numerical linear algebra, and scientific computing, with additional focus on artificial intelligence and deep learning. His work spans the development of efficient algorithms for large-scale sparse descriptor systems, dynamical systems, and optimal control problems. He has contributed to multiple international research groups in Germany and Sweden and has led a range of funded projects in areas such as aircraft wing shape optimization, structure-preserving model reduction, piezo-mechanical systems, and large-scale dynamical system approximation. His research experience includes developing advanced iterative methods, projection techniques, and structure-preserving computational frameworks, while his supervisory work covers model reduction of complex dynamical, biological, and engineering systems. He has delivered numerous talks and poster presentations at international conferences, sharing contributions that advance reduced-order modeling, Krylov subspace methods, and computational techniques for constrained dynamical models, while also teaching and guiding research in applied mathematics and electroweak interaction topics.

Profile: Scopus | Orcid | Google Scholar  

Featured Publications

Hossen, N. S., Shahen, M., Al Amin, M., Uddin, M. M., Foyjonnesa, & Rahman, M. M. (2025). Wave modelling of 3+1 dimensional Wazwaz–Kaur–Boussinesq equation with the bilinear neural network method. Scientific Reports, 15(1), 33528.

Hossain, M. S., Khan, E. H., Uddin, M. M., & Omar, S. G. (2025). Structure-preserving model reduction approach for structured index-2 descriptor systems. Numerical Linear Algebra with Applications.

Uddin, M., Uddin, M. M., & Khan, M. A. H. (2025). SVD-Krylov–based structure-preserving techniques for approximation of a class of second-order index-1 descriptor systems. Journal of Applied Mathematics, 2025(1), 5976163.

Saiduzzaman, M., Islam, M. S., Hossain, M. S., Uddin, M. M., & Gani, M. O. (2024). Balanced truncation model reduction for laser heating wafer model in frequency restricted domain. Franklin Open, 9, 100191.

Hossain, M. T., Iqbal, K. I. B., Haque, A., Uddin, M. M., & Hossain, M. S. (2024). Efficient aerodynamic design using BézierGAN and model order reduction: A computational study. Results in Engineering, 23, 102571.