9 citations · 18 across the 18 of their papers we have counts for
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math.AC2018
A bimodule structure for the bounded cohomology of commutative local rings
Luigi Ferraro
Stable cohomology is a generalization of Tate cohomology to associative rings, first defined by Pierre Vogel. For a commutative local ring with residue field , stable cohomo…
math.RA2018★ 9 cited
Three infinite families of reflection Hopf algebras
Luigi Ferraro, Ellen Kirkman, W. Frank Moore +1
Let be a semisimple Hopf algebra acting on an Artin-Schelter regular algebra , homogeneously, inner-faithfully, preserving the grading on , and so that is an -modu…
math.AC2018
Modules of infinite regularity over commutative graded rings
Luigi Ferraro
In this work, we prove that if a graded, commutative algebra over a field is not Koszul then, denoting by the maximal homogeneous ideal of and by a f…