معرفی
Carmela Curro' is a Full Professor of Mathematical Physics at the University of Messina, Department of Mathematical, Physical and Natural Sciences. She graduated in Mathematics from the University of Messina in 1984 with honors (110/110) and completed her PhD in Mathematics (1986-1989) at the University of Catania-Messina. Her academic career progressed from University Researcher (1994-2000) to Associate Professor (2000-2011) and finally to Full Professor since 2011.
Professor Curro's research focuses on nonlinear wave propagation in steady and nonsteady states, the application of group theories to physical-mathematical models, interaction of simple waves in homogeneous and nonhomogeneous nonlinear media, and mathematical modeling of biological phenomena. Her work particularly emphasizes pattern formation in dryland ecosystems using hyperbolic reaction-transport models, with significant contributions to understanding vegetation patterns, Turing instabilities, and the effects of soil resources and inertia on ecosystem dynamics.
Analysis of her recent publications (2020-2025) reveals a consistent focus on hyperbolic reaction-transport systems in ecological contexts, particularly dryland vegetation patterns. Her research employs sophisticated mathematical techniques including linear stability analysis, weakly nonlinear analysis, and differential constraint methods to study pattern formation, transition dynamics, and self-organization in biological systems. A notable trend is the increasing sophistication of her models, incorporating factors like finite soil resources, inertia effects, and cross-diffusion to better capture real-world ecological phenomena.
Professor Curro' actively collaborates with the Nagoya Institute of Technology in Japan and has participated in numerous research projects including MURST COFIN 2000, COFIN 2003, COFIN 2005, PRA Interdisciplinare 2003, and INDAM 2003. Her work bridges theoretical mathematics with practical ecological applications, contributing to both fundamental understanding and potential solutions for environmental challenges.
She teaches several courses including Mathematical Methods for Engineering, Higher Mechanics and Analytical Mechanics, Mathematics III, Applied Mathematics, and her specialized course Propagation and Transport in Continuous Media. Her teaching spans undergraduate and graduate programs across multiple departments including Mathematics, Physics, Chemistry, and Electronic Engineering, demonstrating the interdisciplinary nature of her expertise.
