Anca Radulescu

Anca Radulescu is an Associate Professor in the Department of Mathematics at the State University of New York at New Paltz. Her research focuses on dynamical systems, mathematical biology, and complex networks, with applications to neuroscience and epidemiology. She has contributed to understanding phenomena such as fractal geometry in brain networks, synchronization in neural systems, and modeling disease spread dynamics.

Her work integrates mathematical modeling with interdisciplinary challenges, including analyzing brain connectivity patterns, exploring glucose metabolism in microglia, and investigating population dynamics in ecological systems. Recent studies also address the impact of vaccination adherence on epidemic models and the role of time delays in neuronal networks.

Dr. Radulescu has published extensively on topics like Wilson-Cowan systems, quadratic networks, and fractal geometry. Her research bridges abstract mathematical concepts with real-world applications, particularly in health and biological systems.