Special cubic birational transformations of projective spaces

Abstract

We extend our classification of special Cremona transformations whose base locus has dimension at most three to the case when the target space is replaced by a (locally) factorial complete intersection.

Added some examples

References in corpus (4)

• Varieties with quadratic entry locus, I
• A Macaulay2 package for computations with rational maps
• On special quadratic birational transformations of a projective space into a hypersurface
• A package for computations with classical resultants