Topological density of ccc Boolean algebras - every cardinality occurs.
For every uncountable cardinal mu there is a ccc Boolean algebra whose topological density is mu .
math.LO↗
arXiv subjects
Mariusz Rabus
Publications and source records attributed to Mariusz Rabus.
Covering a function on the plane by two continuous functions on an uncountable square - the consistency
It is consistent that for every function f:R x R-> R there is an uncountable set A subseteq R and two continuous functions f_0,f_1:D(A)-> R such that f(alpha, beta) in {f_0(alpha, beta),f_1(alpha, beta)} for every (alpha, beta) in A^2, alpha not = beta .
math.LO↗