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|Paper IPM / M / 8426||
Let M be a finitely generated graded module over a Noetherian
homogeneous ring R with local base ring (R0, \frak m0).
If R0 is of dimension one, then we show that
regi+l(M) and coregi+l(M) are bounded for all i ∈ \mathbbN0.
We improve these bounds, if in addition, R0 is either regular or analytically irreducible of unequal characteristic.
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