Abstract
We characterize the tight closure of a homogeneous primary ideal in a normal homogeneous coordinate ring over an elliptic curve by a numerical condition and we show that it is in positive characteristic the same as the plus closure.
Citation
Holger Brenner. "Tight closure and plus closure for cones over elliptic curves." Nagoya Math. J. 177 31 - 45, 2005.
Information
Published: 2005
First available in Project Euclid: 27 April 2005
zbMATH: 1074.13003
MathSciNet: MR2124546
Subjects:
Primary:
13A35
,
14C20
,
14H52
,
14H60
,
14M20
Rights: Copyright © 2005 Editorial Board, Nagoya Mathematical Journal