معرفی
Beatrice Pelloni is a Professor in the School of Mathematical & Computer Sciences at Heriot-Watt University, specializing in the Department of Mathematics. Her research focuses on partial differential equations (PDEs), integrable systems, and nonlinear phenomena, with contributions to boundary value problems, dispersive equations, and applications in geophysical fluid dynamics. She has pioneered methods for solving evolution PDEs using the Fokas transform, and her work bridges theoretical analysis with computational techniques.
Her research interests include integrable systems, dispersive wave equations, and mathematical physics, with particular emphasis on revivals in PDE solutions and optimal transport methods. She has collaborated internationally, contributing to the European Mathematical Society Young Academy (EMYA) and advancing collaborative research in applied mathematics.
Pelloni's recent work explores revival phenomena in linear and nonlinear dispersive equations, periodic boundary conditions, and the application of geometric methods to atmospheric models like the Eady slice equations. Her articles span theoretical developments and numerical implementations, emphasizing interdisciplinary impact in fluid dynamics and mathematical physics.
Her contributions have been recognized through editorial roles in journals and conference proceedings, reflecting her leadership in advancing the study of boundary value problems and integrable systems.
