6 citations · 6 across the 5 of their papers we have counts for
Showing 2017 · math.LOShow all
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math.LO2017
Subcomplete forcing, trees and generic absoluteness
Gunter Fuchs, Kaethe Minden
We investigate properties of trees of height and their preservation under subcomplete forcing. We show that subcomplete forcing cannot add a new branch to an -tree. We i…
math.LO2017★ 6 cited
On Subcomplete Forcing
Kaethe Minden
I survey an array of topics in set theory in the context of a novel class of forcing notions: subcomplete forcing. Subcompleteness was originally defined by Ronald Jensen. I have a…
math.LO2017
Split Principles
Gunter Fuchs, Kaethe Minden
We introduce the split principles and show that they bear tight connections to large cardinal properties such as inaccessibility, weak compactness, subtlety, almost ineffability an…