Non Measurable sets|Sum Modulo 1|Every set of positive measure contains a non Measurable set

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  1. Pure maths with Usama
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Amazing lectures and are really helpful 😊

learnology
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0:00 : introduction
0:13 : sum modulo 1
2:35 : translation modulo 1
2:50 : m is translation invariant under modulo 1
8:15 : non measurable set
20:07 : if E is measurable, E \subset P \subset [ 0, 1 ] then m(E) = 0
22:43 : existence of non measurable set for a measurable set.

a small payback in form of time stamps

dipsacedemy
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Thank you do much. may Allah pak bleSs yOu .

AkbarAli-ummf