« first day (2404 days earlier)      last day (1925 days later) » 

Martin Sleziak
Martin Sleziak
6:52 PM
new-tag A new tag measurable-sets was created by Richard Clare.
2
Q: If $\{X_\alpha\}$ is a collection of mutually disjoint meas. subsets of $\mathbb{R} \rightarrow$ then at most countable of them has positive measure.

Richard ClareLet $\{X_\alpha\}_{\alpha \in I}$ be a collection of mutually disjoint measurable subsets of $\mathbb{R}. Show that at most countable of them has positive measure. I want to see if my proof is correct. Proof: Let $\{X_\alpha\}_{\alpha \in \Gamma \subset I}$ be the subcollection such that $m(X_...

real-analysis measure-theory set-theory measurable-sets
 
Martin R
Martin R
@MartinSleziak I am not an expert on this topic, but measure-theory seems sufficient to me.
I even wonder if set-theory (which is for advanced set theory topics) is appropriate there.
 

« first day (2404 days earlier)      last day (1925 days later) »