Diego
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 Jan 8 comment lim sup and lim inf of sequence of sets. what really clarified things for me was the "That means it's a member of infinitely many of them, but there might also be infinitely many that it does not belong to." Thanks! Dec 11 awarded Notable Question Dec 2 comment A more “complete picture” of the relationship between various modes of convergence thanks for the resource. Do you know if, in addition to counter examples, it also has the explicit conditions under which you can move between the modes of convergence? I understand one might be able to extract this from careful examination of where the counterexamples, Im just trying to avoid doing all the work if its already been done. Thanks! Dec 2 asked A more “complete picture” of the relationship between various modes of convergence Dec 1 awarded Organizer Dec 1 revised Can someone explain the Borel-Cantelli Lemma? adding intuition tag Dec 1 comment Can someone explain the Borel-Cantelli Lemma? thank you for focusing on the intuition! Dec 1 comment Can someone explain the Borel-Cantelli Lemma? excellent explanation! thank you! Dec 1 suggested approved edit on Can someone explain the Borel-Cantelli Lemma? Jul 26 accepted Conditional Radon Nikodym Jul 26 comment Conditional Radon Nikodym Thank you very much! I found this under some measure theoretic lecture notes. If you dont' mind, can you provide some intuition as to how that form relates to the "traditional Bayes" ideas of a "prior", "likelihood" and "posterior"? Thanks! Jul 26 comment Conditional Radon Nikodym Which is why we can use the RN derivative described in your answer to compute it under $\mathbb{P}(\cdot|\mathcal{Y})$ correct? Jul 23 revised Conditional Radon Nikodym added 572 characters in body Jul 23 awarded Yearling Jul 23 asked Conditional Radon Nikodym Jul 10 comment Intuition for a function that belongs to a $L^p$ space This is a great question, its a shame more people didn't answer. Thanks Giuseppe and yoyo. I also found this related question. Jul 8 awarded Critic May 31 awarded Curious May 26 revised Radon-Nikodym derivative of Measures clarified with specific question May 22 comment Radon-Nikodym derivative of Measures thank you very much for your thorough answer. Particularly useful for me was the "interpreting" section!