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Aug
4
asked Prove that $e^{\sum 1/p_k^2} > \pi/2$
Aug
2
revised Minimize the function
added 159 characters in body
Aug
2
answered Minimize the function
Aug
1
accepted Attempted exercise using Littlewood's theorem
Jul
31
comment Soft question: Applications of complex analysis?
Sounds like physics...but it was new and interesting to me. +1
Jul
31
asked Attempted exercise using Littlewood's theorem
Jul
30
comment Solve for $x$ without using logs: $3^{2x-1} = 9^{-x}$
Maybe use $9 = 3^2$?
Jul
26
comment The Effect of Perspective on Probability
I like this answer because it addresses directly the confusion of the question. +1
Jul
24
answered Equality involving $\sum_n \sin(\gamma_n \log x)/\gamma_n$
Jul
23
revised Littlewood's 1914 proof relating to Skewes' number
added 20 characters in body
Jul
23
comment Littlewood's 1914 proof relating to Skewes' number
@Potato: J.E. Littlewood, Sur la distribution des nombres premiers, Comptes Rendus de l'Acad Sci Paris, Vol 158 (1914) p 1869 ff.
Jul
23
revised Littlewood's 1914 proof relating to Skewes' number
deleted 3 characters in body
Jul
23
revised Littlewood's 1914 proof relating to Skewes' number
added 3 characters in body
Jul
23
asked Littlewood's 1914 proof relating to Skewes' number
Jul
23
comment Examples of apparent patterns that eventually fail
@StevenStadnicki: I am getting 'math processing errors' at the moment but this looks like an interesting approach and I will study it hopefully in an hour or three when my computer is cooperating. --Oh here it is. Yes, this is intuitive and helpful, thank you.
Jul
22
comment Equality involving $\sum_n \sin(\gamma_n \log x)/\gamma_n$
@RaymondManzoni: Thanks for this link, which will take me some time to work through!
Jul
21
accepted Equality involving $\sum_n \sin(\gamma_n \log x)/\gamma_n$
Jul
21
revised Equality involving $\sum_n \sin(\gamma_n \log x)/\gamma_n$
deleted 258 characters in body
Jul
21
revised Equality involving $\sum_n \sin(\gamma_n \log x)/\gamma_n$
added 288 characters in body
Jul
21
revised Equality involving $\sum_n \sin(\gamma_n \log x)/\gamma_n$
added 3 characters in body