About

I work as a researcher in the broad discipline of dynamical systems in continuous time. During my PhD, I studied the dynamical properties of differential equation systems that switch between various modes of operation. In particular, I studied the stability of these systems, which is interpreted as the ability of the system to resist change. These systems are significant because they are a mathematical model for biological systems, chemical reactions, and power converters. 

I am currently investigating the almost global stability of oscillatory systems on hypertorus and hypercylinders, to obtain Semidefinite Programming Certificates for both. I am also acquainting myself with Machine Learning and Quantum computing to explore their intersections with my current area of interest.