Serial factorizations of right ideals
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DOI: 10.1016/j.jpaa.2018.02.030
Abstract: In a Dedekind domain $D$, every non-zero proper ideal $A$ factors as a product $A=P_1^{t_1}\cdots P_k^{t_k}$ of powers of distinct prime ideals $P_i$. For a Dedekind domain $D$, the $D$-modules $D/P_i^{t_i}$ are uniserial. We extend… read more here.
Keywords: serial factorizations; factorizations right; right ideals;