论文标题
鲁丁·基斯勒（Rudin-Keisler）捕获和共同的站点
Rudin-Keisler capturing and Mutual Stationairy at successors of Singulars
论文作者
论文摘要
我们介绍了一个称为Rudin-Keisler捕获的措施的组合概念，并使用它来为单一的红衣主教周围的基本子结构提供新的结构。新的结构用于在单数枢机主教的第一个继任者$ \ langle \ aleph_ {ωn + 1} \ rangle_ {n <ω} $上建立相互固定结果。
We introduce a combinatorial notion of measures called Rudin-Keisler capturing and use it to give a new construction of elementary substructures around singular cardinals. The new construction is used to establish mutual stationary results at the first successor of singular cardinals $\langle \aleph_{ωn + 1}\rangle_{n< ω}$.
