Re: Contradictory nature of Goldbach Conjecture

Fernando wrote in his intro:
>In a letter to Euler in 1742, Goldbach stated that "every even natural
number greater than 2 is the sum of two prime numbers". This statement,
known as the Goldbach Conjecture, was published in Edward Waring's
Meditationes Algebraicae in England in 1770, though without being
proved.

To date, all efforts to demonstrate this contention have been
unsuccessful. This paper proves the contradiction in the Goldbach
Conjecture, i.e. the statement itself is a theorem and to deny it is
also a theorem. This would mean that the mathematical axioms themselves
display logical incompatibilities and that it is necessary to either
eliminate or weaken one of them.

This paper is the consequence of three years of intense and passionate
work in the search for new ways and ideas to solve this conjecture. I
humbly hope that I have made my own small contribution to mathematical
truth.

Madrid, December 2004. Fernando Revilla.

To an simple mind, as i have, why are You not providing an even natural
number, which is not the sum of two primes ?
Hero

.

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