Henri is a distinguished professor at McGill University, specializing in algebraic number theory. His research focuses on elliptic curves, modular forms, and associated L-functions, which are central topics in modern number theory. He has authored over 80 papers in top journals including Annals of Math., Journal AMS, Inventiones Math. or Duke Math. J. He is a fellow of both the Canadian and the American Mathematical Societies and has received numerous accolades. He is known for his excellence in graduate teaching and supervision. Darmon’s teaching style is lauded for its clarity, and his seminars draw international attention, inspiring both students and colleagues alike.

Victor is a professor at Universitat Politècnica de Catalunya and ICREA Academia researcher. His academic achievements include an ERC Consolidator Grant. Victor’s research focuses on deep questions in number theory related to the Birch and Swinnerton-Dyer conjecture, Bloch-Kato conjecture, Stark-Heegner points, and Euler systems, among others. He has also built new research directions on Euler systems, the p-adic Kudla program and the arithmetic of Shimura varieties. He has authored papers in top journal such as Journal AMS, Journal EMS, Forum Math Pi or Ann. Sci. Éc. Norm. Sup. In addition, he has held visiting research positions at prestigious institutions like McGill University, the Tata Institute, and Humboldt University.

Özlem is a professor at ETH Zurich. Her work focuses on modular forms, automorphic forms, and arithmetic geometry. She has contributed significantly to understanding the connections between number theory and geometry, particularly through the study of modular curves and modular functions. She has authored papers in top journals such as Annals of Math., Duke Math J. , Journal of EMS or Crelle’s Journal. In addition to her research, Özlem is deeply committed to teaching and mentoring at ETH Zurich, where she also participates in organizing seminars and academic events.

Paloma is a Ramon y Cajal researcher at the Universitat de Barcelona. She obtained her PhD at Université Paris VI supervised by Don Zagier and Pilar Bayer. She held a postdoctoral position at the University of York and obtained the prestigious Ambizione grant from the Swiss National Foundation (SNF) and became a Senior Research Assistant at ETH Zurich. Her mathematical work addresses different areas of number theory, more particularly the interplays between the theory of modular forms and the areas of diophantine approximation and diophantine equations. She has published articles in top journals such as Math. Annalen, IMRN or Trans. AMS.