On the maximal graded shifts of ideals and modules
McCullough, Jason
Original · EN
We generalize a result of Eisenbud-Huneke-Ulrich on the maximal graded shifts of a module with prescribed annihilator and prove a linear regularity bound for ideals in a polynomial ring depending only on the first p - c steps in the resolution, where p = pd(S/I) and c = codim(I).
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