Prof. Bo You, Xi’an Jiaotong University, China.
Professor. Bo You is a Full Professor at Xi’an Jiaotong University since 2022. He earned his Ph.D. in Mathematics from Lanzhou University in 2012. His research interests include Nonlinear Functional Analysis, Nonlinear PDEs, and Infinite Dimensional Dynamical Systems. Professor You has secured multiple NSFC grants and organized various international workshops. He actively teaches courses on Mathematical Physics, Real Analysis, and Functional Analysis, while also supervising PhD and MSc students in their research.
Professional Profile
SCOPUS ID
🎓 Education
Bo You completed his PhD in Mathematics from Lanzhou University (2007–2012), laying the foundation for his distinguished academic career. Prior to that, he earned his Bachelor of Science degree from Lanzhou University in 2007. His academic journey has focused on advancing the field of Nonlinear Functional Analysis and Partial Differential Equations, culminating in a rich body of research that has contributed significantly to these areas.
🔬Research Contributions On Mathematics
Professor. Bo You’s research has significantly advanced the fields of nonlinear functional analysis and partial differential equations (PDEs). His work on infinite-dimensional dissipative dynamical systems and the controllability and stabilization of PDEs has provided valuable insights for both theoretical and applied mathematics. Notably, his research on global Carleman estimates and continuous data assimilation has made a lasting impact on the mathematical community, influencing the study of complex systems in various scientific disciplines.
💼Professional Background
Professor. Bo You has made significant contributions to Mathematics through his roles as a Full Professor at Xi’an Jiaotong University since 2022. Previously, he served as an Associate Professor and Assistant Professor at the same institution. He also held a Visiting Scholar position at Florida State University. Bo’s expertise spans Nonlinear Functional Analysis, Partial Differential Equations, and Dynamical Systems, supported by various research grants and notable conference talks worldwide. 🧑🏫
📚 Teaching Contributions
- Carleman Estimates and Its Applications, XJTU (2023-2024)
- Equations of Mathematical Physics, XJTU (2023-2024)
- Real Analysis, XJTU (2022–2024)
- Nonlinear Analysis, XJTU (2018–2022)
💰 Research Grants
- NSFC (01/2019–12/2022)
- NSBRP (01/2018–12/2019)
- NSFC (01/2015–12/2017)
🛠️ Activities Organized
- Workshops on Nonlinear Analysis and PDEs, XJTU-TENCENT (08/2023)
- Summer School on Nonlinear Functional Analysis, XJTU-TENCENT (07/2023)
- Workshops on Infinite Dimensional Dynamical Systems, XJTU-ZOOM (07/2020)
🏅 Impact And Honor 🏅
Professor. Bo You has significantly contributed to the fields of Nonlinear Functional Analysis and Partial Differential Equations, advancing theoretical research and practical applications. His groundbreaking work has earned him prestigious research grants and recognition globally. With numerous key conference talks and workshops organized, his influence extends across academia and industry, shaping the future of mathematics. His leadership in guiding PhD and MSc students has earned him immense respect and honor in the academic community. 🌍📚
Conclusion
Professor Bo You has made significant contributions to mathematics and nonlinear analysis. His work on partial differential equations and dynamical systems has garnered global recognition. Through his leadership in research, teaching, and supervising future scholars, he continues to inspire and advance the field with dedication and excellence. 🧑🏫
Publication Top Notes
📝 Global Attractor of the Euler-Bernoulli Equations with a Localized Nonlinear Damping
Li, F., You, B.
Journal: Discrete and Continuous Dynamical Systems, 2024
Access: Open Access
🌊 Continuous Data Assimilation for the Three-Dimensional Planetary Geostrophic Equations of Large-Scale Ocean Circulation
You, B.
Journal: Zeitschrift fur Angewandte Mathematik und Physik, 2024
🔄 A Discrete Data Assimilation Algorithm for the Three-Dimensional Planetary Geostrophic Equations of Large-Scale Ocean Circulation
You, B.
Journal: Journal of Dynamics and Differential Equations, 2024: 0
💉 Optimal Distributed Control for a Cahn-Hilliard Type Phase Field System Related to Tumor Growth
You, B.
Journal: Mathematical Control and Related Fields, 2024
🧬 Optimal Control of a Phase Field Tumor Growth Model with Chemotaxis and Active Transport
You, B.
Journal: Mathematical Control and Related Fields, 2024
Citations: 0