14 citations · 14 across the 3 of their papers we have counts for
3 papers
math.LO2014★ 14 cited
Rothberger gaps in fragmented ideals
Jörg Brendle, Diego A. Mejía
The~\emph{Rothberger number} of a definable ideal on is the least cardinal such that there exists a Rothberger gap of type $(ω,κ)…
math.LO2014
A variant proof of Con(b<a)
Jörg Brendle, Andrew D. Brooke-Taylor
We present a variation of the proof in the first author's "Mob families and mad families" of Con(b<a), which in particular removes some of the obstacles to generalising the argumen…
math.LO2014
An analogy between cardinal characteristics and highness properties of oracles
Jörg Brendle, Andrew Brooke-Taylor, Keng Meng Ng +1
We present an analogy between cardinal characteristics from set theory and highness properties from computability theory, which specify a sense in which a Turing oracle is computat…