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Vik78
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Sequence of tending to zero functions that majorizes any other tending to zero function
The “sequence” structure appears superfluous— it makes sense to ask whether the conditions hold for any set of functions. It seems that a countable set will not work, but one could ask whether a strictly uncountable set with cardinality less than the set of all functions from reals to reals will work.
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Questions about a certain set of primes
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Completing the proof of that the set of points where $f(x) = 0$ is a $k$-manifold
Your attempted proof is way, way more complicated tan it needs to be. Examine the proof where f is a linear function.
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