A Measurable Set that is not Borel

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In this video, we use Vitali's Theorem and the Cantor-Lebesgue function to construct a measurable set that is not Borel.
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Thank you for uploading this! it is just exactly what I needed a nice, clearly explained example!


orcodrilo
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Thank you...I was searching for it for days..You saved me.. You should create such videos more.

brishtiteveja
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Does f need to be a homeomorphism or can we relax it to just be continuous and bijective?

simonsehayek
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Can I know what program you used for this lecture?

댕댕이-ci
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let h be an homeomorphism. why is h(non borel set) again non borel, but h(non measurable set) not again non measurable?

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sounds like the weirdest english accent ever!! haha

enkii
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Dude you scared me with the intro... I don't want to see any algebra!!

adiohead