Room 509, Cosmology Building, NTU
(臺灣大學次震宇宙館 509研討室)
Hermitian Modular Forms and Algebraic Modular Forms of SO(6)
Tomoyoshi Ibukiyama (Osaka University)
Abstract
Classical Eichler's correspondence between elliptic modular forms and algebraic modular forms associated with definite quaternion algebras are well-known. A generalization to symplectic group case of rank two is conjectured by Ibukiyama around the beginning of 1980 and proved recently by van Hoften, Rösner and Weissauer.
In this talk we give an explicit conjecture of this type between SU(2,2) and SO(6). This is a joint work with Brandon Williams.
Organizer: Chia-Fu Yu (AS)
