6 citations · 16 across the 19 of their papers we have counts for
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math.LO2018
A variant of Shelah's characterization of Strong Chang's Conjecture
Sean Cox, Hiroshi Sakai
Shelah considered a certain version of Strong Chang's Conjecture, which we denote , and proved that it is equivalent to several statements, including the a…
math.LO2018
Club Chang's Conjecture
Sean Cox, Saharon Shelah
Chang's Conjecture (CC) asserts that for every , there exists an that is closed under such that and . By classic results of…
math.LO2018★ 5 cited
Forcing axioms, approachability, and stationary set reflection
Sean D. Cox
We prove a variety of theorems about stationary set reflection and concepts related to internal approachability. We prove that an implication of Fuchino-Usuba relating stationary r…