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Question about the the Dual of the Continuum Hypothesis
I have some questions about a proof of the Continuum Hypothesis. I will state them as discrete questions, then explain a little bit of my background in order to make the questions more clear.
First Question: What is an “uncountable distribution”?
Let $A$ be an uncountable set. We define a “uncountable distribution” on $A$ to be a function $phi:Arightarrow mathbb{Q}$ with a trivial restriction on the values of $phi$ on countable subsets of $A$. That is, if $Bsubseteq A$ is countable then $phi(B)sub
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