# draks ...

Endor

mathoverflow.net/users/11856/draks

Standing Bounties:

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My favorites are:

and I believe that Riemann's Hypothesis is true...

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Old Stuff:

Chuck Norris solved the Travelling Salesman problem in $O(1)$ time.

Jarrell: I thought you said to stay on the path!
Old Man: Yes, but you must know when to break the rules!

Mathematics (SE) should be the most comprehensive, most visited, and most valuable mathematics resource on the web. I don't see a reason to shoot for anything less. [Amen]

From Area51:

 24m comment structure of the full symmetric group on a countably infinite setSee here 1h comment structure of the full symmetric group on a countably infinite setDo you see the star below up/downvote? 4h comment Community Promotion Ads - 2014Yeah: "There are currently less than $e^\pi$ active bounties, worth $\pi^{e^2}$" 4h reviewed Reject suggested edit on Prove an trigonometric identity. Can someone help me by solving it? 4h revised $\small\color{red}{\boxed{+100}}$ Why are minima of $(k \bmod 4)$-Prime $\zeta$ functions $|P_x(r,t)|$ more frequent for $\frac\pi2\leq t \leq \pi$?added standing bounty 4h comment structure of the full symmetric group on a countably infinite setWhen you star/favor the meta post I mentioned, it should show up in your meta accounts favorites, but the use of the favorites feature is in doubt when you favor a lot... 4h answered When $x$ goes to $0$ , what happens to $\sin\left(\frac{1}{x}\right)$ and $\cos\left(\frac{1}{x}\right)$? 4h revised structure of the full symmetric group on a countably infinite setdeleted 4 characters in body 4h comment structure of the full symmetric group on a countably infinite setWhich comment are you referring to? See here for How to quote and link in a comment and references therein... 15h comment Number of ways, powers of $2$ sum up specific values@BrianM.Scott the latter... 15h revised Number of ways, powers of $2$ sum up specific valuesadded 16 characters in body 16h comment Description of homogeneous polynomialsand what is $S^{d-1}$? 16h asked Number of ways, powers of $2$ sum up specific values 16h revised number of ways to make $2.00typo 16h comment Description of homogeneous polynomialsWhat does$span_R\{(x\cdot w)^k: w\in S^{d-1}\}$mean? 16h comment How to determine the convergence of$\sum\limits_{n=1}^{\infty}\frac{n^{n^2}}{(n+x)^{n^2}}$You're welcome (to M.SE ;-)... 16h comment Eigenvectors 2x2@mathematician so if you downvoted, you should think about removing it. Amzoti, maybe you edit your answer to make it possible... 16h comment What's the non-trivial root of$\lim \limits_{n\to \infty}\left(\sum_{k=0}^n x^{2^k}\right)^n$?hmm, ok. What if I remove the exponent outside the bracket? 16h comment What's the non-trivial root of$\lim \limits_{n\to \infty}\left(\sum_{k=0}^n x^{2^k}\right)^n$?@DanielFischer I thought it will converge to a certain value, but numerical examples might be misleading... 17h comment What's the non-trivial root of$\lim \limits_{n\to \infty}\left(\sum_{k=0}^n x^{2^k}\right)^n$?@KarolisJuodelÄ— no$\left(\sum_{k=0}^\infty x^{2^k}\right)^\infty=0\$