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    Topologically Ordered Families of Disjoint Cantor Sets in $I$?
                Suppose that we have an uncountable collection $C_\alpha$ of disjoint Cantor Sets contained in the closed unit interval $I$.  Suppose we have ordered the indices $\alpha \in [0,1]$ as well.  Then is ...
            
        
       
    
            19
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    Large Borel antichains in the Cantor cube?
                Let $2^\omega$ be the Cantor cube $\{0,1\}^\omega$, endowed with the standard compact metrizable topology and the standard product measure, called the Haar measure. The Cantor cube is considered as a ...