Rachidi Salako

Rachidi Salako is an Assistant Professor in the Department of Mathematical Sciences at the University of Nevada, Las Vegas (UNLV). His research focuses on mathematical biology, epidemiology, and nonlinear dynamics, particularly in reaction-diffusion systems and structured population models. He examines the dynamics of epidemic models, including cross-diffusive mechanisms, spatial heterogeneity, and multi-strain interactions. His work applies tools from partial differential equations and dynamical systems to analyze persistence, endemic equilibria, and global dynamics in biological systems. Key areas include the impact of dispersal rates, demographic variations, and network structures on disease spread and population behavior.

Salako's research also explores long-term behavior in diffusive epidemic models, such as SIS and multi-patch frameworks, with an emphasis on bifurcation analysis, stability, and asymptotic profiles. His articles address topics like saturation incidence mechanisms, mass-action transmission, and Lyapunov function constructions for global stability. While no educational background or awards are explicitly listed in the text, his contributions span theoretical and applied aspects of mathematical epidemiology and population dynamics.