Researcher at Southwest Jiaotong University, China
Dr. Xiaobin Li, a faculty-researcher at the School of Mathematics, Southwest Jiaotong University, specializes in symplectic geometry and mathematical physics. He earned his Ph.D. from Sichuan University and has served as a visiting scholar at Beijing Normal University and the University of Utah. With six research projects and nine international collaborations, he has published extensively in leading journals such as Acta Mathematica Sinica, Science China Mathematics, and the Journal of High Energy Physics. His notable achievements include proving Ruan’s conjecture on singular symplectic flops, advancing the understanding of Nekrasov conjectures, and introducing new topological vertex algorithms. A member of the Chinese and American Mathematical Societies, Dr. Li also mentors students and contributes editorially, reflecting his dedication to advancing mathematical knowledge and fostering international academic exchange.
Professional Profile
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Education
Dr. Xiaobin Li earned his Ph.D. in Mathematics from Sichuan University, where he developed a strong foundation in advanced mathematical theory and research methodology. His academic journey includes prestigious visiting scholar appointments at Beijing Normal University and the University of Utah, experiences that expanded his global academic perspective and collaborative network. These opportunities exposed him to diverse research environments, enabling him to engage with leading experts in symplectic geometry and mathematical physics. His education has been marked by a commitment to deep theoretical inquiry, a capacity for innovative problem-solving, and an openness to interdisciplinary perspectives. Through rigorous academic training and international exposure, Dr. Li has built the scholarly expertise and vision necessary to contribute groundbreaking results to contemporary mathematics and to lead in high-level research collaborations worldwide.
Experience
Dr. Xiaobin Li serves as a faculty-researcher at the School of Mathematics, Southwest Jiaotong University, where he actively combines teaching, mentorship, and high-impact research. His career includes participation in six significant research projects, several of which involve nine international collaborations with renowned institutions. He has authored numerous papers in respected journals, including Acta Mathematica Sinica, Science China Mathematics, and the Journal of High Energy Physics, earning him recognition in both the Chinese and global mathematics communities. In addition to his scholarly output, Dr. Li has contributed as an editorial board member, helping shape the academic discourse in his field. His role extends beyond academia through active engagement with professional societies, creating platforms for knowledge exchange and collaborative innovation. His diverse experience reflects both research excellence and community-oriented leadership.
Research Interest
Dr. Xiaobin Li’s research interests lie at the intersection of symplectic geometry and mathematical physics, focusing on deep and complex problems with far-reaching implications in modern theoretical mathematics. He has made notable progress in nonlinear sigma models, developing a new recursive relation from localization analysis and proving Ruan’s conjecture on singular symplectic flops. Recently, his collaborative work proved the Nekrasov conjecture for 5-brane webs with O5-planes and revealed a novel jumping phenomenon under freezing, along with introducing a new topological vertex algorithm. His research approach blends analytical precision with creative exploration, aiming to resolve longstanding conjectures and inspire new frameworks in geometry and physics. Dr. Li’s work continues to bridge mathematical theory with physical applications, pushing the boundaries of both disciplines and contributing to global scientific advancement.
Award and Honor
Throughout his academic career, Dr. Xiaobin Li has been recognized for his impactful contributions to mathematics, especially within the realms of symplectic geometry and mathematical physics. His research breakthroughs—such as proving Ruan’s conjecture and the Nekrasov conjecture—have earned him respect among peers and positioned him as a leading voice in his field. His role as an editorial board member for a reputed journal and his membership in both the Chinese Mathematical Society and the American Mathematical Society reflect his professional standing and commitment to excellence. His achievements, though primarily scholarly, represent a form of honor that extends beyond formal awards, as his work influences academic discourse globally. The nomination for the Best Researcher Award further acknowledges his sustained dedication, leadership, and contributions to the mathematical sciences.
Research Skill
Dr. Xiaobin Li possesses a diverse set of advanced research skills that underpin his success in tackling complex mathematical challenges. He is adept in geometric analysis, topological methods, and algebraic geometry techniques, allowing him to work across theoretical and applied mathematical physics domains. His ability to design and execute high-level proofs, such as those for Ruan’s and Nekrasov conjectures, demonstrates precision, creativity, and resilience in problem-solving. He is experienced in collaborative research, having successfully engaged in nine international partnerships, and is skilled in guiding students through intricate research problems. His editorial experience adds critical evaluation and peer-review expertise, further enhancing his contribution to the academic community. These combined skills enable him to not only generate original results but also to mentor, lead, and inspire future mathematicians.
Publication Top Notes
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Title: Multiple Hybrid Phase Transition: Bootstrap Percolation on Complex Networks with Communities
Authors: C. Wu, S. Ji, R. Zhang, L. Chen, J. Chen, X. Li, Y. Hu
Year: 2014
Citations: 25
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Title: Thermodynamic Limit of Nekrasov Partition Function for 5-Brane Web with O5-Plane
Authors: X. Li, F. Yagi
Year: 2021
Citations: 12
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Title: Freezing and BPS Jumping
Authors: SSK Xiaobin Li, Satoshi Nawata, Futoshi Yagi
Year: 2024
Citations: 7
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Title: Ruan’s Conjecture on Singular Symplectic Flops of Mixed Type
Authors: B. Chen, A. Li, X. Li, G. Zhao
Year: 2014
Citations: 6
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Title: O-Vertex, O7⁺-Plane, and Topological Vertex
Authors: SSK Xiaobin Li, Futoshi Yagi, Rui-Dong Zhu
Year: 2024
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Title: Ruan Cohomologies of the Compactifications of Resolved Orbifold Conifolds
Authors: S. Du, B. Chen, C.Y. Du, X. Li
Year: 2016
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Title: Bootstrap Percolation on Complex Networks with Community Structure
Authors: W. Chong, L. Xiaobin, Z. Rui, H. Yanqing, J. Shenggong, C. Jiawei, C. Liujun
Year: 2014
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Title: A New Gluing Recursive Relation for Linear Sigma Model of ℙ¹-Orbifold
Authors: X.B. Li, B.H. Chen, C.Y. Du
Year: 2013
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Title: An Application of Symplectic Virtual Localization
Authors: L. Xiaobin
Year: 2010
Conclusion
Dr. Xiaobin Li stands as an accomplished mathematician whose research, leadership, and international collaborations have advanced the frontiers of symplectic geometry and mathematical physics. His proven ability to resolve complex conjectures, combined with a consistent record of publishing in high-impact journals, demonstrates both depth and influence in his scholarly work. Through his mentoring of students and editorial contributions, he fosters an environment of academic growth and innovation. His memberships in prestigious mathematical societies affirm his global engagement and professional credibility. With a vision for continued exploration and a foundation of rigorous research skills, Dr. Li is poised to make even greater contributions to mathematics, making him a truly deserving nominee for honors such as the Best Researcher Award.