Abstract

Following will be regard the potentiality of order of numbers for the ternary Goldbach conjecture, where he claimed that “every number… is an aggregate of three prime numbers”. The order of numbers illustrates the possible combinations of prime numbers for the generation of all natural (integer) numbers. Two ways to fragment a natural number in a sum of prime numbers are represented. The ternary conjecture of Goldbach can be confirmed at this way. A binary addition is also possible and demands that one summand be a product with a prime number.

Keywords

Number theory, Order of integer numbers, Goldbach conjecture