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weakconvergence
When I was starting out as a grad student, I remember being frustrated with analysis problems where it didn't use DIRECTLY the things we spent so much time proving in
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Here's an example where visualizing things can help with problems in analysis:Let E be a nonmeasurable set in R. Show that there is some δ>0 such that for all measurable
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It is common to approach problems via approximation in analysis. Often, we know how to solve the problem in special cases. This allows us to obtain a sequence of approximate
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