Cancellation properties in ideal systems: an $\boldsymbol{e.a.b.}$ not $\boldsymbol{a.b.}$ star operation

Details Cancellation properties in ideal systems: an $\boldsymbol{e.a.b.}$ not $\boldsymbol{a.b.}$ star operation Cancellation properties in ideal systems: an $\boldsymbol{e.a.b.}$ not $\boldsymbol{a.b.}$ star operation

2010-02-11

arxiv.org/abs/1002.2388v2

Mathematics

Commutative Algebra

minor changes and corrected typos

Scientific paper

We show that Krull's \texttt{a.b.} cancellation condition is a properly
stronger condition than Gilmer's \texttt{e.a.b.} cancellation condition for
star operations.

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