Shioda modular surface information

a Shioda modular surface is one of the elliptic surfaces studied by Shioda (1972). Barth, Wolf; Hulek, Klaus (1985), "Projective models of Shioda modular...

1994), Japanese martial artist Tetsuji Shioda (塩田 徹治), Japanese mathematician Shioda modular surface Yasuhisa Shioda (塩田 泰久, born 1952), Japanese martial...

elliptic fibration over the projective line. Kodaira surfaces Dolgachev surfaces Shioda modular surfaces Most of the fibers of an elliptic fibration are (non-singular)...

algebraically closed fields of characteristic 3 mod 4. Then Shioda showed that the elliptic modular surface of level 4 (the universal generalized elliptic curve...

Humbert surfaces Picard modular surfaces Shioda modular surfaces Elliptic surfaces, surfaces with an elliptic fibration; quasielliptic surfaces constitute...

Tetsuji Shioda (塩田 徹治) is a Japanese mathematician who introduced Shioda modular surfaces and who used Mordell–Weil lattices to give examples of dense...

In mathematics, a Hilbert modular surface or Hilbert–Blumenthal surface is an algebraic surface obtained by taking a quotient of a product of two copies...