论文标题

Suslin Cardinals和小鼠极限的切口

Suslin cardinals and cutpoints in mouse limits

论文作者

Jackson, Stephan, Sargsyan, Grigor, Steel, John

论文摘要

我们在以下猜想上获得部分结果。 推测。令(p,σ)为一个项目稳定的小鼠对,让κBEv的基数为κ<o(m_ \ infty(p,σ));然后以下等效:(1)κISs suslin cardinal,(2)κIsm_ \ infty的切口(p,σ)。

We obtain a partial result on the following conjecture. Conjecture. Let (P, Σ) be a projectum stable mouse pair, and let κbe a cardinal of V such that κ< o(M_\infty(P, Σ)); then the following are equivalent: (1) κis a Suslin cardinal, (2) κis a cutpoint of M_\infty(P, Σ).

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