Mircea NEAGU

Mircea NEAGU is an Associate Professor at the Department of Mathematics and Computer Science within the Faculty of Mathematics and Computer Science at the University of Technical Education in Brașov, Romania. His research focuses on Riemann-Lagrange geometry and Riemann-Hamilton geometry on jet spaces, with applications in theoretical physics and dynamical systems. He has authored several influential books, including Riemann-Lagrange Geometry on 1-Jet Spaces (2005) and Jet Single-Time Lagrange Geometry and Its Applications (2011).

His work bridges abstract geometric concepts with practical applications, such as modeling population dynamics in warfare, epidemiological systems, and electrodynamics. Key areas of interest include jet geometrization of Hamiltonians, nonlinear connections, and stability analysis of dynamical systems using KCC theory. NEAGU’s contributions span theoretical frameworks in optics, plasma physics, and quantum mechanics, often leveraging multi-time calculus and geometric approaches.

His recent publications (2022–2025) emphasize time-dependent Hamiltonian systems, dual jet spaces, and the interplay between geometric structures and physical phenomena. He collaborates internationally, contributing to advancements in both pure and applied mathematics.