Artinianness of Composed Graded Local Cohomology Modules
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AbstractLet be a graded Noetherian ring with local base ring (R0 ,m0) and let . Let M and N be finitely generated graded R-modules and let a = a0 + R+ an ideal of R. We show that and are Artinian for some i s and j s with a specified property, where bo is an ideal of R0 such that a0 + b0 is an m0-primary ideal.
2012 ◽
Vol 55
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pp. 153-156
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2015 ◽
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1994 ◽
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pp. 79-84
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2019 ◽
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pp. 1950236
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Vol 55
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pp. 81-87
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