A $\lambda$-adic family of Funke-Millson cycles and a $\lambda$-adic Funke-Millson lift
De Paul Kiefer
Modularity of special cycles in orthogonal and unitary Shimura varieties
De Salim Tayou
De Paul Nelson
Apparaît dans la collection : Building Bridges 6th EU/US Summer School on Automorphic Forms and Related Topics (BB6) / FORTNIGHT EVENT - Building Bridges 6th EU/US École sur les formes automorphes et interactions (BB6)
The subconvexity of L-functions aims to refine estimates of central values, going beyond mere convexity. This is important in analytic number theory, especially in the study of the distribution of prime numbers. Researchers seek to establish more precise bounds for these L-functions to better understand prime numbers, particularly by exploring connections with automorphic forms. This approach offers an enriching perspective for understanding the deep structure of L-functions and also provides insights into advanced conjectures such as the Riemann hypothesis.