43

Answers
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3
At what point would an elementary generalization of Bertrand’s Postulate be interesting?
27
Has Stirling’s Formula ever been applied, with interesting consequence, to Wilson’s Theorem?
9
Not especially famous, long-open problems which anyone can understand
4
Detecting/Recognizing Irrational Number by Computers
2
Asymptotic density of k-almost primes
20
Fastest Algorithm to Compute the Sum of Primes? (2)
3
The “universal” diophantine equation
7
“Strange” prime number"
6
Is there a two-variable prime-representing polynomial (in the sense of Jones-Sato-Wada-Wiens)?
9
Who coined the name tensor and why?
5
Primes represented by two-variable quadratic polynomials
6
A number encoding all primes
2
Are large numbers the sum of two or more large primes? [Hoping for reasonable constants]
1
Sieve algorithm that only pick every integer once?
1
What are the chances of finding a small factor?
7
What is the high-concept explanation on why real numbers are useful in number theory?
13
Examples of theorems misapplied to non-mathematical contexts
9
Testing whether an integer is the sum of two squares
1
Find all maximal subsets of a set of integers whose sum does not exceed a number
1
Can we count primes in residue classes quickly?
0
Values where infinite products of primes and composites are equal
5
A question about primes as an additive basis
14
Odd-bit primes ratio
3
triple with large LCM
4
subtracting greatest possible prime
8
What is the best known estimate for the place of the prime gap with length 1.609*10^18?
0
3 directions of infinity ?
2
Constructing prime numbers
2
Can knowing ahead the length of 3-SAT instance really help?
2
Untrustworthy people picking a random number
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