On application of annihilating content of polynomial on EM ring properties on R[x] and R[[x]]
Let R be a commutative ring with identity and f (x) is a zero divisor polynomial in R[x]. If f (x) = cf g(x) with cf ∈ R and g(x) ∈ R[x] is not a zero divisor, then cf is called an annihilating content for f (x). A ring where every zero-divisor polynomial in R[x] has an annihilating content is calle...
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