Fractional Ideal Definition

noun

(algebra FRACTIONAL IDEAL R and its field of fractions K = Frac(R), an R-submodule I of K such that for some nonzero r∈R, rI ⊆ R.

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FFRFRA

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LALEAL

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fractional ideal

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Starts With F & Ends With LStarts With FR & Ends With LStarts With F & Ends With AL

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