Home

UNSOLVED PROBLEMS

in Number Theory, Logic, and Cryptography


Up
Introduction
What's New?
FAQ
Chromatic Number
Collatz
Dorabella Cipher
Euler's Brick
Goldbach
Legendre
Odd Perfect Number
Riemann Hypothesis
RSA Challenge
Square of Squares
Twin Primes
Voynich Manuscript
Zodiac
Solutions
Math Tuition

 

The Twin Primes Conjecture

 

The twin primes conjecture states that there are an infinite number of pairs of primes of the form 2n-1, 2n+1. That is, they differ by 2; for example, 41 and 43.

 

The problem is to prove or disprove the conjecture.

 

For further information, please see:

[1] http://mathworld.wolfram.com/TwinPrimeConjecture.html

[2] http://en.wikipedia.org/wiki/Twin_prime_conjecture

[3] http://primes.utm.edu/glossary/page.php?sort=TwinPrimeConjecture

 

 

 

* There are currently 0 proposed solutions on the solutions page.


Home ] Introduction ] What's New? ] FAQ ] Chromatic Number ] Collatz ] Dorabella Cipher ] Euler's Brick ] Goldbach ] Legendre ] Odd Perfect Number ] Riemann Hypothesis ] RSA Challenge ] Square of Squares ] [ Twin Primes ] Voynich Manuscript ] Zodiac ] Solutions ] Math Tuition ]


       Site developed and maintained by Tim Roberts .
       Last modified: August 01, 2007                        v 016