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Jan
14
revised Proof of inequality involving multiplicative function?
added 10 characters in body
Jan
14
revised Proof of inequality involving multiplicative function?
edited title
Jan
14
asked Proof of inequality involving multiplicative function?
Jan
10
comment English wording for “first level of asymptotic expansion”
You can say $f$ is asymptotically equivalent to $g.$
Jan
9
comment “The PNT obtained by statistical methods”
@ErickWong: In that case I will vote to reopen.
Jan
8
comment “The PNT obtained by statistical methods”
Maybe asking about Erdos-Kac theorem?
Jan
7
awarded  Popular Question
Jan
2
awarded  Revival
Jan
1
comment Prove $| \sum_{i \leq n} \frac{\mu(i)}{i} | \leq 1$
This result was not relegated to exercises in Apostol and OP say s/he is new to number theory. So I wonder if this is enough.
Dec
31
comment Prove $| \sum_{i \leq n} \frac{\mu(i)}{i} | \leq 1$
This is proved at pp. 66-67 of Apostol (Intro. to Analytic Number Thy.) Different approach.
Dec
24
comment Equidistribution theorem of Weyl
Perhaps OP is asking if equidistribution of a sequence $a\cdot n$ can be used to show that $a$ is irrational? I don't think Weyl works in that direction but at least it's a question. Vote to reopen.
Dec
21
revised A map from zeros of $\zeta(s)$ to zeros of $C(s)?$
edited body
Dec
21
revised A map from zeros of $\zeta(s)$ to zeros of $C(s)?$
added 565 characters in body
Dec
21
revised A map from zeros of $\zeta(s)$ to zeros of $C(s)?$
added 565 characters in body
Dec
20
revised A map from zeros of $\zeta(s)$ to zeros of $C(s)?$
added calculation, fixed typos.
Dec
17
revised A map from zeros of $\zeta(s)$ to zeros of $C(s)?$
added 615 characters in body
Dec
12
comment What is the effective lower bound on gaps between zeta zeros?
jstor.org/stable/pdf/2372402.pdf?seq=1#page_scan_tab_contents. See paragraph below formula (2). There are a lot of questions here on lim inf with good answers BTW.
Dec
10
revised A map from zeros of $\zeta(s)$ to zeros of $C(s)?$
deleted 115 characters in body
Dec
10
revised A map from zeros of $\zeta(s)$ to zeros of $C(s)?$
added 240 characters in body
Dec
6
revised A map from zeros of $\zeta(s)$ to zeros of $C(s)?$
edited tags; edited title