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May
11
accepted The composition of a nowhere-differentiable function with a differentiable function.
May
9
comment The composition of a nowhere-differentiable function with a differentiable function.
Probably not. That was the first thing that came to my mind but this problem is way before power series are introduced. I am starting to wonder whether this is a badly worded problem...
May
8
revised The composition of a nowhere-differentiable function with a differentiable function.
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May
8
comment The composition of a nowhere-differentiable function with a differentiable function.
This was not clear to me either. I have copied the exercise as it appears on the book and I tried to assume it was nowhere differentiable.
May
8
comment The composition of a nowhere-differentiable function with a differentiable function.
I want to assume that $f$ is nowhere differentiable, otherwise the problem is pretty easy to handle.
May
5
asked The composition of a nowhere-differentiable function with a differentiable function.
Mar
30
awarded  Favorite Question
Feb
17
awarded  Famous Question
Jan
11
awarded  Yearling
Sep
30
awarded  Explainer
Aug
28
awarded  Good Question
Jul
2
awarded  Curious
Jan
11
awarded  Yearling
Nov
5
awarded  Notable Question
Oct
9
asked $\beta$ - conversion and $\alpha$-reduction problem in $\lambda$-calculus
Oct
6
comment Is this $\beta$-reduction well defined?
The question is whether it is possible to operate as it is.
Oct
6
asked Is this $\beta$-reduction well defined?
Sep
7
awarded  Popular Question
Jul
4
comment A step in the proof of the Riemann Mapping Theorem
Are we considering the graph of $sin(1/x)$ as a subset of $\overline{\Bbb C}$?
Jul
4
revised A step in the proof of the Riemann Mapping Theorem
added 273 characters in body