New posts in prime-numbers

Conjecture: "For every prime $k$ there will be at least one prime of the form $n! \pm k$" true?

If the abc conjecture has been proven what implication does that have for elliptic curve cryptography?

Modeling numbers with vectors of vectors?

The Goldbach Conjecture and Hardy-Littlewood Asymptotic

Are there infinitely many primes and non primes of the form $10^n+1$?

Prime counting inequality: [closed]

There exists n such that number of primes between $(n+1)^{2021}$ and $n^{2021}$ is greater than 1122021140.

why $ \rm{lcm}[1,2,3,\cdots,n]\in (2^n,4^n)$

Infinitely many prime $p$ with $\text{ord}_p(a)$ is a power of a given prime?

Characterising reals with terminating decimal expansions

Twin Primes (continued research)

Prove that there is no positive integer $n$ such that $1^{2000} + 2^{2000} + \ldots + n^{2000}$ is prime.

Are logarithms of prime numbers quadratically independent over $\mathbb Q$?

Proof that there are infinitely many primes of the form $4m+3$ [duplicate]

Proof of infinitude of primes using the irrationality of π

Prime Numbers and Functions

Are there any polynomial functions that always have prime outputs for integer inputs? Analytic functions? [duplicate]

The sigma function (sum of divisors) multiplicative proof

Explain Carmichael's Function To A Novice

A conjecture concerning primes and algebra