Open Access
2005 Tight closure and plus closure for cones over elliptic curves
Holger Brenner
Nagoya Math. J. 177: 31-45 (2005).

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

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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

Vol.177 • 2005
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