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 Yearling
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Jan
17
comment Cardinality of set of fractional sums
@A.P. thanks for your comments. I'm also interested in the cardinality of the set, not just a proof of existence of $n_0$. I used $S_x$ instead of $S_{m,k,n}$ (or whatever) to remove some clutter.
Jan
17
revised Cardinality of set of fractional sums
add example and retag
Jan
17
revised Cardinality of set of fractional sums
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Jan
17
revised Cardinality of set of fractional sums
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Jan
17
asked Cardinality of set of fractional sums
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Jul
25
answered How to prove $ \lim_{n \to \infty} e^n \cdot \left( \sum_{k=0}^{n-1} ({k-n \over e})^k/k! \right)- 2 \cdot n = \frac 23$?
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Nov
17
revised Question that can not be solve analytically .
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Nov
17
answered Question that can not be solve analytically .
Jun
11
comment How to calculate circumference of circle in $L^p$?
Interesting observation. I had made the plot but didn't notice the relation.
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Jun
12
comment is the approximation of the sum true?
Well, it doesn't seem to hold. What are the limits of $l, n$ that it is supposed to?
Jun
12
answered Dividing by 1000 twice?