Algebraic Geometry and K-Theory

Named individual objects belonging to algebraic geometry and K-theory, the branch that treats solution sets of polynomial equations as geometric objects in their own right. Belongs here: a specific, individually notable variety, scheme, curve or space studied in algebraic geometry or K-theory, such as a named projective variety, a Grassmannian or a specific elliptic curve used as a standing example across the field. Does not belong here: the branch entity Algebraic Geometry and K-Theory itself; and the general concepts and structures the field studies, such as the Algebraic Variety, the Scheme or the Sheaf, which are typed as concept rather than mathematical-object because they name a whole class of construction rather than one specific instance.