معرفی
Andrea Moiola is a faculty member at the University of Reading, affiliated with the School of Mathematical, Physical and Computational Sciences and the Department of Mathematics and Statistics. Their research focuses on numerical analysis, computational mathematics, and wave propagation problems, particularly using Trefftz and plane wave discontinuous Galerkin methods for acoustic scattering and partial differential equations. They collaborate with leading researchers like Simon N. Chandler-Wilde, David P. Hewett, and Ilaria Perugia.
Recent publications highlight their work on fractal screens in acoustic scattering, Sobolev spaces on non-Lipschitz domains, and error analysis of Trefftz methods. Research trends include high-frequency boundary element methods, exponential convergence of hp-methods, and applications to electromagnetic wave problems. Andrea's contributions span theoretical analysis and computational implementations, including studies on ice crystals and snowflake scattering.
While no explicit awards or students are listed in this dataset, their prolific output in journals like Proceedings of the Royal Society A, Numerische Mathematik, and SIAM Review underscores their expertise. They have not been identified as part-time, retired, or former staff in this context.
