معرفی
Sasa Kocic is an Associate Professor in the Department of Mathematics at the University of Mississippi, College of Liberal Arts. He is an active researcher in dynamical systems and mathematical physics, with significant contributions to renormalization, rigidity, and spectral theory. His work is supported by an NSF grant and has appeared in leading mathematical journals.
Dr. Kocic's research focuses on deep theoretical problems in dynamical systems, particularly the renormalization of circle maps and vector fields, rigidity phenomena, and the spectral properties of Schrödinger operators over quasiperiodic dynamics. His work lies at the intersection of pure mathematics and mathematical physics, with strong connections to KAM theory and universality in nonlinear systems.
His recent publications demonstrate a consistent trajectory in understanding the universal behavior of low-dimensional dynamical systems through renormalization techniques. Themes across his work include rigidity under conjugacy, spectral analysis of operators with quasiperiodic potentials, and the role of arithmetic conditions (like Diophantine and Brjuno numbers) in stability and convergence.
Scientific Awards:
- Marie Curie Fellowship
Dr. Kocic has been supported by an NSF grant, reflecting sustained funding for his research. While no students are listed in the provided text, he teaches advanced courses such as Introduction to Dynamical Systems I/II and Topics in Dynamical Systems, indicating an active role in graduate education and potential student mentorship.
He has held postdoctoral positions at IMPA (Rio de Janeiro), Technical University of Lisbon, and the University of Toronto, reflecting a strong international research network and collaborative engagement in the global dynamical systems community.
