This international conference focuses on the interplay between modular forms, geometry, complex analysis, dynamical systems, and combinatorics. Modular forms encode deep arithmetic information through L-functions and Galois representations. Complex analytic methods (Bergman spaces, growth estimates, analytic continuation) investigate hyperbolicity in complex geometry. Dynamics such as Perron numbers and β‑expansions illustrate how symbolic dynamics encodes arithmetic information. Special functions (theta functions, hypergeometric series, orthogonal polynomials) and combinatorics serve as a bridge linking these areas.
Connections with other fields: Orthogonal polynomials and special functions are widely used in numerical analysis, approximation theory, signal processing, and control theory. Combinatorics and dynamical systems have applications in coding theory and data compression. Complex analysis techniques appear in quantum mechanics and image reconstruction. This conference aims to foster exchanges between pure and applied mathematicians.
The registration fee (approx. 225 € / 760 TND) covers for three nights:
Please fill out the online form below to register for the conference. After validation by the organizing committee, your name will appear in the list of confirmed participants.
📝 Online Registration FormList of participants and speakers whose registration has been validated by the organizing committee:
📋 List updated regularly. Last update: 26 March 2026
Email: najouled(at)gmail.com
Institutional contacts: najib.ouledazaiez(at)fss.usf.tn | hachem.hichri(at)ipeim.rnu.tn
Website: under construction