I would like to know your opinion on the so called Gödel’s
theorem. For, if it is true that in an “arithmetic system of equations, there
are truths that can never be proved.” Three things fallow a) our number theorem
is incomplete, b) Gödel’s’ Theorem is totally anti-axiomatic, and c) we must
bring in another axioms to solve this incongruity in mathematics. Though, I’m
out the topic (Geocentrism) I would appreciate your help. Rodolfo M.
theorem. For, if it is true that in an “arithmetic system of equations, there
are truths that can never be proved.” Three things fallow a) our number theorem
is incomplete, b) Gödel’s’ Theorem is totally anti-axiomatic, and c) we must
bring in another axioms to solve this incongruity in mathematics. Though, I’m
out the topic (Geocentrism) I would appreciate your help. Rodolfo M.
