Sylvain JULIEN
  • Member for 10 years, 10 months
  • Last seen this week
3 answers
35 votes
10k views
19 bookmarks
About Goldbach's conjecture
2 answers
25 votes
3k views
13 bookmarks
Have Grothendieck's notes in Montpellier already been investigated?
3 answers
18 votes
5k views
14 bookmarks
Are the nontrivial zeros of the Riemann zeta simple?
2 answers
12 votes
1k views
2 bookmarks
Has there been further work on Bender-Brody-Müller approach to RH?
0 answers
12 votes
1k views
5 bookmarks
Would the following conjectures imply $\lim\inf_{n\to\infty}p_{n+k}-p_{n}=O(k\log k)$?
2 answers
10 votes
787 views
1 bookmarks
Techniques to solve a non-linear differential equation related to curvature
1 answers
10 votes
1k views
3 bookmarks
Taniyama's original conjecture
2 answers
9 votes
1k views
4 bookmarks
random category theory
1 answers
8 votes
978 views
3 bookmarks
Would Elliott-Halberstam conjecture follow from GRH?
1 answers
8 votes
1k views
8 bookmarks
What keeps asymptotic Goldbach's conjecture out of reach of current technology?
2 answers
8 votes
503 views
3 bookmarks
Famous results about the value of a given limit assuming it exists
1 answers
7 votes
544 views
1 bookmarks
Can perfect numbers be seen $p$-adically?
1 answers
7 votes
1k views
4 bookmarks
What would be the consequences of $\displaystyle{\lim\inf_{n\to\infty}p_{n+k}-p_{n}\sim k\log k}$?
1 answers
6 votes
261 views
3 bookmarks
Can Voronin's universality theorem be used to show that $\sigma\circ\zeta=\zeta\circ\sigma$ implies $\sigma$ continuous?
1 answers
6 votes
679 views
is there any heuristics suggesting that the number of Fibonacci primes below $x$ is equivalent to $\log_{\phi}\log_{\phi}x$?
1 answers
6 votes
675 views
1 bookmarks
Is there a precise notion of "almost all" such that almost all finite groups are Galois groups of extensions of the rationals?
0 answers
6 votes
714 views
1 bookmarks
Would the following conjectures imply Cramer's conjecture?
1 answers
5 votes
211 views
Does $0<k<n$ imply $p_{n+k}<\left(1+\frac{1}{k}\right)^k p_{n}$ for large enough $n$?
1 answers
5 votes
214 views
Is the imaginary part of $t\mapsto\zeta(1/2+it)$ close to the derivative of its real part?
0 answers
5 votes
260 views
1 bookmarks
Symmetry of the distribution of prime gaps
1 answers
5 votes
2k views
4 bookmarks
Does $ M(x)=O(\sqrt{x}) $ if and only if the De Bruijn-Newman constant is negative?
1 answers
5 votes
602 views
3 bookmarks
Has this strengthening of the PNT already been conjectured?
1 answers
5 votes
551 views
3 bookmarks
The current state of Selberg's orthonormality conjecture
2 answers
5 votes
836 views
1 bookmarks
About a possible generalization of Green-Tao's theorem
4 answers
5 votes
2k views
3 bookmarks
Which conjectures only need the Grand Riemann Hypothesis to become genuine theorems?
0 answers
4 votes
267 views
Automorphisms of the ring of periods
1 answers
4 votes
917 views
Does the existence of a Landau-Siegel zero imply the existence of a complex zero off the critical line?
1 answers
4 votes
463 views
1 bookmarks
Staircase numbers
2 answers
4 votes
837 views
Lower bound for a prime gap occurring infinitely often
1 answers
4 votes
302 views
1 bookmarks
Is the Wikipedia depiction of the ergosphere of a Kerr black hole a Cassini oval?
1
2 3 4 5
8