معرفی
Luisa Malaguti is a Full Professor at the Department of Engineering Sciences and Methods, University of Modena and Reggio Emilia. She specializes in Mathematical Analysis with a focus on Differential Equations, Controllability of PDEs, and Nonlocal Boundary Value Problems. Her work bridges theoretical analysis and applied models in collective movements, reaction-diffusion processes, and biological systems.
Research Interests:
- Wavefront solutions in reaction-diffusion-convection systems
- Nonlocal and multivalued Cauchy problems
- Exact controllability in infinite-dimensional systems
- Aggregative dynamics and degenerate diffusivity models
- Applications to traffic flow, crowd dynamics, and population biology
Publications Highlights:
Recent works (2024–2023) focus on wavefront existence under convection effects, maximal monotone operators, and nonlocal conditions. Key contributions include:
- Threshold speed analysis in degenerate diffusion models
- Exact controllability via finite-dimensional approximations
- Traveling waves in forward-backward parabolic equations
Teaching:
She teaches Mathematical Analysis courses at the undergraduate and graduate levels, including Mathematical Analysis I/II for Electronic Engineering and Mathematics II for Strategic Sciences.
