arXiv Open Access 2024

Nowhere trivial automorphisms of $P(λ)/[λ]^{<λ}$, for $λ$ inaccessible

Jakob Kellner Saharon Shelah

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Abstrak

If $λ$ is (strongly) inaccessible and $2^λ= λ^+$, then there is a nowhere trivial automorphism of the Boolean algebra $\mathcal P(λ)/[λ]^{<λ}$.

math.LO

Jakob Kellner

Saharon Shelah

APA MLA BibTeX

Kellner, J., Shelah, S. (2024). Nowhere trivial automorphisms of $P(λ)/[λ]^{<λ}$, for $λ$ inaccessible. https://arxiv.org/abs/2411.11577

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