Regular Local Ring
A regular local ring is a local ring R with maximal ideal m so that m can be generated with exactly d elements where d is the Krull dimension of the ring R. Equivalently, R is regular if the vector space m/m^2 has dimension d.
A regular local ring is a local ring R with maximal ideal m so that m can be generated with exactly d elements where d is the Krull dimension of the ring R. Equivalently, R is regular if the vector space m/m^2 has dimension d.
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