Classification of algebraic curves and surfaces

I am an Associate Professor of Mathematics, specializing in the rich intersections of algebraic geometry and geometric topology. My research primarily focuses on the classification of algebraic curves and surfaces, the intricate study of Zariski pairs, and the computation of fundamental groups of Galois covers. By exploring the deep interplay between the algebraic equations that define these geometric objects and their underlying topological structures, my work aims to uncover the fundamental invariants that govern their behavior. Throughout my academic career, I have established a distinguished record of peer-reviewed publications in leading international journals and have maintained an active, global research footprint. Driven by a commitment to advancing the frontiers of pure mathematics, I continuously contribute to the international mathematical community through sustained global collaborations, joint research initiatives, and presentations at major scientific conferences.