Guilherme Mazanti is a Researcher at the Signals and Systems Laboratory, focusing on advanced topics in control theory and dynamical systems. His work primarily centers around delay differential equations, stability analysis, and mean field games, with numerous publications in these areas. His research interests span across several key areas in applied mathematics and control theory: Delay differential equations and their stability properties Control design for systems with time delays Mean field games and their applications Spectral analysis of delay systems Pole placement techniques for delayed systems Development of software tools for stability analysis Analysis of his recent publications reveals a strong focus on the theoretical foundations of delay systems and their applications. His work often combines deep mathematical analysis with practical control design considerations. Notably, he has made significant contributions to understanding the multiplicity-induced-dominancy property in delay systems and developing computational tools like YALTAPy for stability analysis. His research on mean field games explores both theoretical aspects and practical applications, particularly in nonsmooth settings and with state constraints. Guilherme Mazanti has collaborated extensively with researchers including Islam Boussaada, Silviu-Iulian Niculescu, and Yacine Chitour, indicating strong connections within the control theory research community.











