IntersectionOfThreeQuadricsInP7 -- the class of all special intersection of three quadrics in P^7

Methods that use a complete intersection of three quadrics in PP^7:

• associatedCastelnuovoSurface(IntersectionOfThreeQuadricsInP7) -- see associatedCastelnuovoSurface -- Castelnuovo surface associated to a rational complete intersection of three quadrics in P^7
• beauvilleMap(IntersectionOfThreeQuadricsInP7) -- see beauvilleMap -- construction of Beauville for complete intersections of three quadrics in P^7
• describe(IntersectionOfThreeQuadricsInP7) (missing documentation)
• mirrorFourfold(IntersectionOfThreeQuadricsInP7) -- see mirrorFourfold -- associated fourfold to a rational cubic or GM fourfold

For the programmer

The object IntersectionOfThreeQuadricsInP7 is a type, with ancestor classes HodgeSpecialFourfold < EmbeddedProjectiveVariety < MultiprojectiveVariety < MutableHashTable < HashTable < Thing.

The source of this document is in /__w/M2/M2/macaulay2-1.26.05+ds/M2/Macaulay2/packages/SpecialFanoFourfolds/docs.m2:508:0.