Article

Some equivalent conditions for Huneke’s two conjectures

Published in: Quaestiones Mathematicae
Volume 42 , issue 8, pages: 985–995

DOI: 10.2989/16073606.2018.1502696

Author(s): Fatemeh SohrabiDepartment of Mathematics, Faculty of Sciences, Iran, Kamal BahmanpourDepartment of Mathematics, Faculty of Sciences, Iran, Ghader GhasemiDepartment of Mathematics, Faculty of Sciences, Iran,

Keywords: 13D45, 14B15, 13E05, 13D45, 14B15, 13E05,

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Abstract

In this paper we give some equivalent conditions for the C. Huneke’s two conjectures concerning the finiteness properties of the local cohomology module , where R is a regular local ring, I is an ideal of R and i ≥ 0 is an integer.

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Some equivalent conditions for Huneke’s two conjectures

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