Gödel's work is right, but useless.
Gödel's incompleteness theorems say that there are
statements that are true but cannot be proven.
For example, the Riemann Hypothesis is -probably-
unprovable. However, the claim "Riemann Hypothesis
is true" might be true. Therefore, Gödel's result
should be...
The incompleteness theorem of Kurt Gödel (re-proven in the link below),
tells me that there are questions in Science and mathematics which
have no solution, but have an answer.
Only God knows what is the answer: for example,
to the Riemann Hypothesis (is it true or false,
no third option)...
Take a much needed “corona-hysteria-break” and listen to this video
Abstract: In 1931, Austrian logician Kurt Gödel shocked the worlds of mathematics and philosophy by establishing that statements are far more than a quirky turn of language: He showed that there are mathematical truths which...