The Golod property of powers of the maximal ideal of a local ring
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DOI: 10.1007/s00013-018-1152-6
Abstract: We identify minimal cases in which a power $$\mathfrak {m}^i\not =0$$mi≠0 of the maximal ideal of a local ring R is not Golod, i.e. the quotient ring $$R/\mathfrak {m}^i$$R/mi is not Golod. Complementary to a… read more here.
Keywords: ideal local; maximal ideal; mathfrak; ring golod ... See more keywords