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Supporting degrees of multi-graded local cohomology modules

机译:多等级局部同调模块的支持度

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For a finitely generated graded module M over a positively-graded commutative Noetherian ring R, the second author established in 1999 some restrictions, which can be formulated in terms of the Castelnuovo regularity of M or the so-called o*-invariant of M, on the supporting degrees of a graded-indecomposab a graded-injective direct summand, with associated prime ideal containing the irrelevant ideal of R, of any term in the minimal graded-injective resolution of M. Earlier, in 1995, T. Marley had established connections between finitely graded local cohomology modules of М and local behaviour of М across Proj(R). The purpose of this paper is to present some multi-graded analogues of the above-mentioned work,
机译:对于在正梯度交换Noether环R上有限生成的梯度模块M,第二作者于1999年建立了一些限制,可以用M的Castelnuovo正则性或M的o *不变量来表述,在渐进分解法的支持度上,渐进射入直接求和,相关联的原始理想包含R的无关理想,在M的最小渐进式射出分辨率中,任何术语都是如此。早在1995年,T。Marley就建立了有限梯度的局部同调模块М与整个Proj(R)的局部行为之间的联系。本文的目的是介绍上述工作的一些多层次类似物,

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