L. Renfro написал: > Recently in sci.math a question having to do with discontinuities > of derivatives was asked. This issue seems to arise often in > math newsgroups. Since

I'm just checking some elementary terminology in general topology, as there doesn't seem to

sense of Baire category (use the sup norm on the collection of bounded derivatives) -- For most bounded derivatives, the set D is the complement of a measure zero set. Note that this is

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"first Baire class") are known to have > plenty of points of continuity (a set of second Baire category). Although this matter seems to have been taken care of already

L. Renfro) wrote: > I have some questions about Hausdorff and lower packing dimensions. > > By "lower packing dimension", I mean the version obtained via the >

Greetings. I really really want to learn about functional analysis and I am trying really really hard

It seems normality is growing into the current rage here on sci.math, and i want to know, what