Lecturer, School of Mathematical Sciences, University of Jinan, China
Yehu Lv, born on December 9, 1994, in Shandong Province, China, is a dedicated researcher and lecturer in mathematical sciences. With a strong academic foundation and passion for advanced mathematical modeling, he has contributed extensively to the field of bifurcation theory, random diffusion systems, and image restoration techniques. Currently serving as a Lecturer at the University of Jinan since July 2023, Lv’s academic journey spans top Chinese universities and multiple high-impact publications. His research is characterized by its deep mathematical rigor and relevance to real-world phenomena in ecological modeling and image processing. A multilingual scholar fluent in Chinese and English, Lv also brings strong computational and presentation skills to his academic work. He actively contributes to the international academic community through journals and collaborations, with a growing reputation in applied and theoretical mathematics. Outside academia, he enjoys reading, soccer, and traveling, balancing his professional pursuits with a rich set of personal interests.
Publication Profile
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ORCID
🎓 Education
Yehu Lv has a well-rounded academic background in mathematics and computing. He began his academic journey with a Bachelor’s degree in Information and Computing Science at the School of Mathematical Sciences, Dezhou University (2013–2017). He then pursued his Master’s degree in Computational Mathematics at Hebei University of Technology (2017–2020), further deepening his understanding of numerical analysis and applied mathematics. Lv recently earned his Ph.D. in Fundamental Mathematics from the School of Mathematical Sciences at Beijing Normal University (2020–2023), under the supervision of Professor Zhihua Liu. His doctoral research focused on bifurcation analysis in random diffusion systems and systems with spatial memory diffusion—demonstrating his expertise in both deterministic and stochastic dynamic systems. His multidisciplinary education has equipped him with a robust skillset in theoretical analysis, modeling, and computation, preparing him for impactful contributions in both academia and applied research.
đź’Ľ Experience
Yehu Lv is currently a Lecturer at the School of Mathematical Sciences, University of Jinan, a position he has held since July 2023. His role includes teaching advanced mathematics courses, mentoring students, and conducting high-level research. Prior to his appointment, he developed a strong foundation in both teaching and independent research during his postgraduate and doctoral studies. Though early in his formal professional career, Lv has already published extensively, reflecting deep engagement in research during his academic training. His Master’s research focused on image denoising and restoration using total generalized variation methods, while his Ph.D. work explored bifurcation phenomena in systems with diffusion and memory. This dual focus on theory and application sets him apart as a versatile mathematician. His work continues to influence topics in ecological modeling and pattern formation, and he remains committed to research excellence and knowledge dissemination.
🔬 Research Focus
Yehu Lv’s research focus lies at the intersection of applied mathematics, bifurcation theory, and diffusion systems. His work investigates complex dynamical behaviors in reaction-diffusion systems, predator-prey models, and memory-based systems. Specifically, he has extensively studied Turing-Hopf, Hopf-Hopf, and Bogdanov-Takens bifurcations in systems influenced by spatial effects, delay, taxis, and nonlocal interactions. His PhD research explored bifurcation analysis in random diffusion and memory-driven systems, offering insight into pattern formation, stability, and oscillatory dynamics. In parallel, during his Master’s studies, he explored advanced image denoising and restoration methods based on total generalized variation (TGV), demonstrating his proficiency in numerical techniques and functional analysis. Lv’s research is highly relevant to both theoretical advancements and practical applications, such as ecological modeling, pattern formation, and digital image processing. His continued exploration of multi-scale and multi-effect mathematical models makes his work essential to understanding dynamic processes in biology, physics, and engineering.
🏆 Awards and HonorsÂ
While the provided profile does not explicitly list specific awards or honors, Yehu Lv’s academic achievements and publication record speak volumes about his excellence and recognition in the field. Publishing over 10 high-quality articles in reputable international journals such as Chaos, Solitons & Fractals, Nonlinear Dynamics, and Mathematical Methods in the Applied Sciences is a remarkable accomplishment, particularly for an early-career researcher. His work is frequently published in top-tier, peer-reviewed outlets, indicating strong peer recognition and validation of his research contributions. Being supervised by esteemed scholars like Prof. Zhihua Liu at Beijing Normal University further highlights his academic standing. Additionally, his appointment as a Lecturer at the University of Jinan reflects institutional trust and recognition of his potential. Future honors and awards are likely to follow as his research impact continues to grow. This publication and career trajectory indicates a bright future in mathematical sciences and applied research.
Conclusion
Dr. Yehu Lv demonstrates exceptional promise as a young researcher in the field of mathematical modeling and bifurcation theory. His strong publication output, innovative approaches, and academic rigor make him a highly suitable candidate for the Best Researcher Award, particularly in the early-career category. With expanded collaborative work and deeper involvement in applied or interdisciplinary projects, he is well on track to becoming a leading figure in his field.
Publication Top Notes
​Influence of predator–taxis and time delay on the dynamical behavior of a predator–prey model with prey refuge and predator harvesting
Author: Yehu Lv
Year: 2025
Citations: Data not available​
​Turing-Hopf bifurcation analysis and normal form of a diffusive Brusselator model with gene expression time delay
Authors: Yehu Lv, Zhihua Liu
Year: 2021
Citations: Data not available​
​Turing-Hopf bifurcation in the predator-prey model with cross-diffusion considering two different prey behaviours’ transition
Author: Yehu Lv
Year: 2022
Citations: Data not available​
​The spatially homogeneous Hopf bifurcation induced jointly by memory and general delays in a diffusive system
Author: Yehu Lv
Year: 2022
Citations: Data not available​
​Bogdanov-Takens bifurcation for a diffusive predator-prey system with nonlocal effect and prey refuge
Author: Yehu Lv
Year: 2023
Citations: Data not available​
​Turing-Hopf bifurcation of a diffusive Holling-Tanner model with nonlocal effect and digestion time delay
Author: Yehu Lv
Year: 2023
​Turing-Turing bifurcation in an activator-inhibitor system with gene expression time delay
Author: Yehu Lv
Year: 2024
Citations: Data not available​
​Normal form of Turing-Turing bifurcation for the diffusive Bazykin system with prey-taxis
Author: Yehu Lv
Year: 2024
Citations: Data not available​
​Turing-Hopf bifurcation analysis and normal form in delayed diffusive predator-prey system with taxis and fear effect
Author: Yehu Lv
Year: 2024
Citations: Data not available​
Inhomogeneous Hopf bifurcation in a diffusive predator-prey system with indirect predator-taxis
Author: Yehu Lv
Year: 2025
Citations: Data not available