Conjectures about prime numbers

Conjecture that every even integer greater than 2 is the sum of two primes

four basic unsolved problems about prime numbers: Goldbach’s conjecture; twin prime conjecture; Legendre’s conjecture; whether there are infinitely many primes of the form 𝑛²+1

conjecture about prime numbers

conjecture that there is a prime between any two square numbers

conjecture

conjecture

the number 1, as occurring in a formula conjectured by Legendre

conjecture on the pattern of forward differences of the sequence of prime numbers

disproved conjecture in number theory

number theory conjecture

conjecture

mathematical conjectures about Mersenne primes

conjecture that gives a criterion for a univariate integer-coefficient polynomial to give infinitely many prime values

in numbers theory, a given integer a which is not a perfect square and not −1 is a primitive root modulo infinitely many primes p

bound on the gaps between prime numbers

conjecture that any odd integer >5 equals an odd prime plus an even semiprime

conjecture about prime numbers

on the distribution of prime numbers in arithmetic progressions

Mathematical conjecture about the Riemann zeta function.

conjecture in number theory involving prime gaps

number theory conjecture that, for any finite set of nonconstant irreducible integer polynomials with positive leading coefficients, either they are simultaneously prime infinitely often, or else a fixed divisor always divides at least one of them

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the false conjecture that a positive integer 𝑛 is prime iff 𝑛 divides 2ⁿ−2

Conjecture about prime numbers

Prime number conjecture

conjecture in number theory

conjecture about prime constellations