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js21's user avatar
js21's user avatar
js21
  • Member for 12 years, 10 months
  • Last seen more than a month ago
26 votes

Are the 'semi' trivial zeros of $\zeta(s) \pm \zeta(1-s)$ all on the critical line?

25 votes
Accepted

Why is Oka's coherence theorem a deep result?

17 votes
Accepted

The $n$-th derivative has $n$ zeros. Can such a function be unbounded?

15 votes
Accepted

When is the map $H^0(X,mK_X) \times H^0(X,nK_X) \to H^0(X,(m+n)K_X)$ surjective?

14 votes

Congruence equation and quadratic residue

14 votes
Accepted

Can you use Chevalley‒Warning to prove existence of a solution?

14 votes
Accepted

A simple number theory confirmation

13 votes
Accepted

Geometric intuition for Fontaine-Wintenberger?

13 votes
Accepted

Integer-valued power sums

12 votes

Sets of unit fractions with sum $\leq 1$

10 votes
Accepted

Changing values of digits of an algebraic irrational number

10 votes
Accepted

Current state of the Komlos conjecture on vector balancing

10 votes
Accepted

Random walk to stay in an interval forever

10 votes
Accepted

Generalization of Mertens' theorem

10 votes

Proof of a combinatorial identity (possibly using trigonometric identities)

9 votes
Accepted

Asymptotic estimate of double summation

9 votes
Accepted

Estimates for $\sum_{n\leq x} d(n)^a$

9 votes

Find the tight upper bound of $\sum_{i=1}^n \frac{i}{i+x_i}$, where the $x_i$'s are distinct in $\{1,2,...,n\}$

8 votes

Morphisms of formal group laws $\,F_a \rightarrow F_m\,$ and $\,F_m\to F_m$

8 votes

A short proof for simple connectedness of the projective line

8 votes
Accepted

Prove a family of series having integer coefficients

8 votes
Accepted

Averaging $2^{\omega(n)}$ over a region

8 votes

Manifolds with polynomial transition maps

8 votes
Accepted

Critical values of analytic functions of several variables

8 votes

Can K[[T_1,...,T_∞]] be embedded into K[[X,Y]]?

8 votes

Which spaces have enough curves

7 votes
Accepted

Do the roots lie exactly on the Szego Curve or Approach it?

7 votes
Accepted

Particular sum on product partitions into k parts

7 votes

A seemingly simple inequality

7 votes
Accepted

Inquiry on the Chebyshev $\theta$ function