We describe higher dimensional generalizations of Ramanujans classical differential relations satisfied by the Eisenstein series E2, E4, E6. Such higher Ramanujan equations are given geometrically in terms of vector fields living on certain modul...Loe edasi...
After a remembrance of Momose and an overview of his mathematical work, 11 papers explore the arithmetic of modular curves and abelian varieties, along with related areas of mathematics that interested him. Among the topics are quadratic points o...Loe edasi...
