Commutative Algebra/The Cayley–Hamilton theorem and Nakayama's lemma - Wikibooks, open books for an open world
A REMARK ON THE SUM AND THE INTERSECTION OF TWO NORMAL IDEALS IN AN ALGEBRA Let F be a quotient field of a commutative domain of
We let A be a noetherian local ring, ftt- its maximal ideal, k = A/nt. We denote bysjt(1ft/-.,2) the symmetric algebra of the k-
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