The maximal rank and the minimal generation of union of elliptic curves are studied, by means of an algorithm based on the study of interpolation on points. We give an application to the study of curves on threefolds.
Chiantini, L., Cioffi, F., Orecchia, F. (2001). Computing minimal generators of ideals of elliptic curves. In Applications of algebraic geometry to coding theory, physics and computation (pp. 23-35). Dordrecht : Kluwer Academic Publisher.
Computing minimal generators of ideals of elliptic curves
Chiantini L.;
2001-01-01
Abstract
The maximal rank and the minimal generation of union of elliptic curves are studied, by means of an algorithm based on the study of interpolation on points. We give an application to the study of curves on threefolds.
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https://hdl.handle.net/11365/22833
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