About an even as the sum or the difference of two primes
Ghannouchi , Jamel
- Publisher: HAL CCSD
11D04 | Goldbach | Algebraic proof | [ MATH.MATH-GM ] Mathematics [math]/General Mathematics [math.GM] | Twin primes | De Polignac
arxiv: Mathematics::Number Theory
13 pages; International audience; The present algebraic development begins by an exposition of the data of the problem. The definition of the primal radius is : For all positive integer exists a finite number of integers called the primal radius , for which and are prime numbers. The corollary is that is always the sum of a finite number of primes. Also, for all positive integer , exists an infinity of integers , for which and are prime numbers. The conclusion is that is always an infinity of differences of primes.