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Answers
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12
Arithmetic progressions without small primes
4
Is there an elementary proof that the Mertens function is not $O(x^\theta)$ if $\theta <1/2$?
4
Why does undergraduate discrete math require calculus?
23
Looking for an interesting problem/riddle involving triple integrals.
6
Primes in quasi-arithmetic progressions?
12
Lower bounds on zeta(s+it) for fixed s
2
Is there a nice expression for the number of lattice points on a sphere?
13
Conformal maps of doubly connected regions to annuli.
7
Dirichlet and the prime number theorem
6
Infinite sets of primes of density 0
13
Integral expression for zeta(2)
8
Question concerning the arithmetic average of the Euler phi function:
21
Does the exponential function have a square root?
2
Region and domains?
4
What proof of quadratic reciprocity is Hilbert referring to in this quote? (2)
3
Continuation up to zero of a Dirichlet series with bounded coefficients
15
Partial sums of multiplicative functions
4
Example of continuous function that is analytic on the interior but cannot be analytically continued?
16
Uniformization theorem for Riemann surfaces
4
Twin Prime Conjecture Reference
6
When does the zeta function take on integer values?
8
What is the difference between a zeta function and an L-function?
6
Integral of the error estimate in the prime number theorem
2
Regression problem/detect outliers
6
Dirichlet series whose coefficients are the bits of sqrt(2) (2)
4
Shifted Dirichlet series
5
change rates of the 2nd Chebychev´s function
2
References for Relationships amongst the Number-theoretic Functions
4
Is the maximum domain to which a Dirichlet series can be continued always a halfplane?
3
Inverting Ramanujan’s partition function, p(N)
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