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Dec
25
comment interchange stochastic and deterministic integration
OP: Close the question? Or post an answer?
Dec
25
answered Application of the weak law of large numbers (Roulette)
Dec
25
revised How to prove that $n^{-2}[x+g(x)+g\circ g(x)+\cdots +g^{\circ n}(x)]$ converges when $n\to\infty$
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Dec
25
comment How to prove that $n^{-2}[x+g(x)+g\circ g(x)+\cdots +g^{\circ n}(x)]$ converges when $n\to\infty$
@YiorgosS.Smyrlis Your edit to this question might be one of the most calamitous I have ever seen.
Dec
25
revised How to prove that $n^{-2}[x+g(x)+g\circ g(x)+\cdots +g^{\circ n}(x)]$ converges when $n\to\infty$
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Dec
25
reviewed Approve Completeness/Compactness of a subset in a normed linear space
Dec
25
revised Two questions of the measure theory
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Dec
25
comment One question of measure theory
And... what about your thoughts/tries/troubles related to this?
Dec
25
revised Closed form for $\sum\limits_{k=1}^{\infty}\zeta(4k-2)-\zeta(4k)$
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Dec
25
comment Closed form for $\sum\limits_{k=1}^{\infty}\zeta(4k-2)-\zeta(4k)$
@ClaudeLeibovici I was wrong, thanks for asking (I will post some explanations about how to reach the series).
Dec
25
revised Closed form for $\sum\limits_{k=1}^{\infty}\zeta(4k-2)-\zeta(4k)$
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Dec
25
revised Simplified form for $\frac{\operatorname d^n}{\operatorname dx^n}\left(\frac{x}{e^x-1}\right)$?
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Dec
25
comment Closed form for $\sum\limits_{k=1}^{\infty}\zeta(4k-2)-\zeta(4k)$
@ClaudeLeibovici I am afraid one should rather find 1.076674. You might be missing .5 somewhere. Two questions: Did you read the link? Did you downvote?
Dec
25
answered Asymptotic distribution of $\left(1-\frac{1}{n}\right)^{n\bar{X}_n}$
Dec
25
comment Converse of Kolmogorov's Zero-One Law
This might be closed as NARQ.
Dec
25
comment Finding the variance of a statistic.
How to find the variance? Answer: using the clumsy way.
Dec
25
revised Closed form for $\sum\limits_{k=1}^{\infty}\zeta(4k-2)-\zeta(4k)$
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Dec
25
answered Closed form for $\sum\limits_{k=1}^{\infty}\zeta(4k-2)-\zeta(4k)$
Dec
25
comment Average complexity of random-pick comparison sort
You might want to simplify your LaTeX-practice: \large and \displaystyle are very seldom, if ever, needed.
Dec
25
revised Average complexity of random-pick comparison sort
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