Can I read Normal Form for Space Curves in a Double Plane on EtoBox?

Normal Form for Space Curves in a Double Plane by Chiarli, Nadia; Greco, Silvio; Nagel], Uwe is a scholarly article available to read on EtoBox.

What is Normal Form for Space Curves in a Double Plane about?

This note is an attempt to relate explicitly the geometric and algebraic properties of a space curve that is contained in some double plane. We show in particular that the minimal generators of the homogeneous ideal of such a curve can be written in a very specific form. As applications we characterize the possible Hartshorne-Rao modules of curves in a double plane and the minimal curves in their even Liaison classes.

Author

Chiarli, Nadia; Greco, Silvio; Nagel], Uwe

Published

2003

Language

EN