معرفی
Dr. Marko Nedeljkov is a full professor at the University of Novi Sad's Faculty of Sciences, specializing in the Department of Analysis, Probability, and Differential Equations. His research focuses on hyperbolic conservation laws, singular solutions, and generalized function algebras, particularly in contexts involving delta shock waves, shadow waves, and nonlinear partial differential equations. He has contributed extensively to the study of fluid dynamics, gas dynamics, and stochastic processes, with applications to mathematical physics and engineering.
Key areas of investigation include the Riemann problem, viscosity solutions, and admissibility conditions for systems admitting singular solutions. His work frequently involves numerical modeling, asymptotic analysis, and symmetry-based approaches to complex multi-dimensional systems. Dr. Nedeljkov has authored over 80 peer-reviewed articles, including foundational studies on the Chaplygin gas model, pressureless gas dynamics, and fractional derivative systems.
His research methodologies blend analytical techniques with computational tools, addressing problems such as dam-break dynamics, energy dissipation in fluids, and quantum systems with delta potentials. Collaborations span theoretical mathematics, applied physics, and computational fluid dynamics, reflecting his interdisciplinary approach to solving nonlinear phenomena challenges.
