As a 30-year-old mathematician with a passion for unraveling complex problems, I have dedicated my career to exploring innovative mathematical solutions that bridge theory and real-world application. My academic journey and professional experiences have shaped my approach to research-one that emphasizes creative problem-solving, rigorous analysis, and collaborative learning.

At the core of my pursuits is a commitment to harnessing mathematics for positive societal impact, from advancing data-driven decision-making to fostering sustainable development. The Forum’s distinguished platform presents an unparalleled opportunity to engage with global thought leaders, exchange pioneering ideas, and explore interdisciplinary collaborations. I am eager to share insights from my work in mathematical modeling and to learn from diverse perspectives that push the boundaries of innovation.

Joining the Hong Kong Laureate Forum 2025 will empower me to contribute fresh ideas and foster dialogue that translates academic inquiry into actionable solutions. I look forward to the opportunity to collaborate with like-minded experts as we work together toward a future shaped by ingenuity and shared purpose.

Thank you for considering my application.

Institute of Mathematics and Mathematical Modeling

Currently, my research is concentrated on the spectral stability of biharmonic Steklov problems in various domains. The biharmonic Steklov problem is a type of boundary value problem for the biharmonic equation, in which Steklov boundary conditions are imposed on the domain’s boundary. This problem arises in various fields of mathematics and physics, particularly in the study of phenomena related to elasticity, hydrodynamics, and quantum mechanics.