论文标题
每个有限的poset均与noetherian UFD光谱的饱和子集同构
Every Finite Poset is Isomorphic to a Saturated Subset of the Spectrum of a Noetherian UFD
论文作者
论文摘要
我们表明，每个有限的POSET都是与Noetherian独特分解域的饱和子集的同构。此外，我们表明，每个有限poset都是准excellent结构域光谱的饱和子集的同构。
We show that every finite poset is isomorphic to a saturated subset of the spectrum of a Noetherian unique factorization domain. In addition, we show that every finite poset is isomorphic to a saturated subset of the spectrum of a quasi-excellent domain.
