Shibo Liu | UAV images | Best Researcher Award

Published on by Academic Achievements

Mr. Shibo Liu | UAV images | Best Researcher Award 

Mr. Shibo Liu | UAV images | Graduate Student at Lanzhou Jiaotong University | China

Mr. Shibo Liu is a highly regarded scholar in the field of mathematics, specializing in nonlinear functional analysis, variational methods, partial differential equations, and differential geometry. Currently serving as an Associate Professor at the Florida Institute of Technology, he has established a reputation for excellence in both research and teaching. His career has spanned multiple leading institutions across different countries, reflecting his global academic engagement and his ability to bridge theoretical mathematics with applied research. Through his sustained contributions to advanced mathematical analysis and international collaborations, Mr. Shibo Liu has become an influential figure in the academic community and a mentor to many emerging scholars in mathematics.

Academic Profile

ORCID

Education

Mr. Shibo Liu pursued his academic journey in mathematics through rigorous training at highly respected institutions. He completed his undergraduate and master’s degrees at Lanzhou University, where he developed a strong foundation in mathematical analysis and advanced problem-solving. He later obtained his doctoral degree from the Institute of Mathematics at the Chinese Academy of Sciences, where his research was supervised by prominent mathematicians in the field. His doctoral work laid the foundation for his future contributions to nonlinear analysis and variational methods, and it provided him with the skills and expertise to address some of the most challenging problems in elliptic and Schrödinger-type equations. His strong educational background continues to shape his teaching and research philosophy.

Experience

Mr. Shibo Liu has accumulated extensive academic experience through his roles as professor, visiting scholar, and academic leader at several universities and research centers. He has served in both teaching and administrative capacities, including as Associate Dean in a major mathematics department, where he contributed to academic policy development, curriculum design, and faculty advancement. In addition to his long-term professorships in leading Chinese universities, he has been invited as a guest professor and visiting scholar at internationally recognized institutions such as the University of Notre Dame and the Abdus Salam International Centre for Theoretical Physics. These roles allowed him to collaborate with international researchers, participate in high-level academic exchanges, and strengthen his expertise in applied mathematics and critical point theory. His teaching portfolio includes undergraduate and graduate courses such as partial differential equations, real analysis, topology, and nonlinear functional analysis, which have prepared generations of students for careers in mathematics and related disciplines.

Research Interest

The research interests of Mr. Shibo Liu encompass a wide range of topics in pure and applied mathematics, with a primary focus on nonlinear functional analysis and elliptic partial differential equations. His work frequently employs variational methods and critical point theory to establish the existence and multiplicity of solutions to nonlinear problems. He has contributed significantly to the study of Schrödinger equations, Schrödinger-Poisson systems, and fractional Laplacian problems, among others. His interest also extends to differential geometry and advanced methods in mathematical analysis, where he explores the interplay between geometric structures and differential equations. Through his collaborations, Mr. Shibo Liu has developed innovative approaches that have advanced both theoretical frameworks and practical applications of nonlinear mathematics.

Award

Mr. Shibo Liu has been recognized for his outstanding academic achievements through various awards, grants, and honors from both national and international institutions. His recognition reflects his strong impact in advancing mathematical knowledge and his leadership within the academic community. He has been awarded prestigious research grants that have supported his projects in nonlinear analysis and differential equations, enabling him to collaborate with international scholars and publish extensively in top-tier journals. His invited talks, visiting professorships, and leadership roles in professional organizations are additional testaments to the recognition he has received from peers across the global mathematics community.

Selected Publication

  • “Multiple solutions for Schrödinger-Kirchhoff equations with indefinite potential,” Applied Mathematics Letters, 2022, 35 citations.

  • “Quasilinear Schrödinger equations with concave and convex nonlinearities,” Calculus of Variations and Partial Differential Equations, 2023, 28 citations.

  • “On the Schrödinger-Poisson system with indefinite potential and 3-sublinear nonlinearity,” Journal of Differential Equations, 2020, 52 citations.

  • “Existence results for fractional Laplacian problems via Morse theory,” Advances in Calculus of Variations, 2016, 47 citations.

Conclusion

Mr. Shibo Liu is a distinguished mathematician whose career has been defined by excellence in research, teaching, and leadership. His expertise in nonlinear functional analysis and differential equations has led to groundbreaking results published in internationally recognized journals. Through his educational background, extensive academic experience, and global collaborations, he has contributed to the advancement of mathematics on multiple fronts. His recognition through awards, research grants, and leadership roles further underscores his influence and impact on the field. As he continues to expand his research collaborations and mentor the next generation of mathematicians, Mr. Shibo Liu demonstrates a strong potential for continued academic leadership and innovation. His achievements make him a highly deserving candidate for recognition through this award.