Alps Approximation School and Meeting - AASM 2026
Description
The Alps Approximation School and Meeting (AASM 2026) will be held in Bardonecchia (TO), Italy, from June 1 to 5, 2026.
This international event combines a Summer School and a Scientific Meeting devoted to Approximation Theory, bringing together mathematicians, researchers, and students interested in both fundamental advances and applied perspectives
The program will explore theoretical frameworks, computational methods, and applications of approximation techniques to problems arising in industrial and applied sciences.
The School will feature lectures by leading experts, collaborative working sessions, and hands-on software development activities, with a particular focus on PhD students, postdoctoral fellows, and early-career researchers.
Courses
|
lessons |
teacher |
|
Orthogonal Polynomials in Several Variables: From Hermite to Zernike and Beyond. Applications in Optics. |
Teresa Pérez (University of Granada, Spain): |
| Computational Approximation with Chebfun. |
Nick Hale (Stellenbosch University, South Africa): |
Working Groups
- Luisa Fermo and Giuseppe Rodriguez (University of Cagliari, Italy): Numerical integration and applications to integral equations
- Francisco Marcellán (University Carlos III Madrid, Spain) and Nicola Mastronardi (IAC – CNR, Italy): Sobolev orthogonal polynomials: theoretical and computational aspects
- Francesco Dell’Accio (University of Calabria, Italy): Approximation by algebraic functions: from one to several variables, with applications
- Donatella Occorsio and Maria Grazia Russo (University of Basilicata, Italy): Approximation methods for functional equations
- Roberto Cavoretto (University of Turin, Italy) and Amir Noorizadegan (Hong Kong Baptist University): Meshless methods and scientific machine learning
- Praveen Agarwal (ANAND ICE College, Jaipur, India) and Clemente Cesarano (Uninettunno University): Operator theory in describing and analyzing special polynomials
Seminars
Poster session
- Incoronata Notarangelo (University of Turin, Italy) and Alvise Sommariva (University of Padua, Italy)
Admission Requirements
Participants must have solid experience in basic mathematics, particularly in calculus and numerical analysis. They must also possess a solid understanding of ordinary differential equations and partial derivatives, operator techniques, numerical methods, and an understanding of the fundamentals of special functions and orthogonal polynomials.