Master Lawbringer
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- Joined
- Apr 9, 2020
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CMPML, Department of System Failure!
Sola fide : The Riemann hypothesis is true.
(The failure of Hilbert's Program shows that the numbers cannot be closed in themselves. Yet the ability to define numbers in terms of other numbers depends on this feature.
Proving the Riemann would mean going too far into the direction of closing the numbers completely into themselves but if it is false the ability to define numbers in terms of other numbers disappears. So it must be true yet remain unprovable. So justification by faith alone.)
(The argument that the possibility of a 'normal' proof is not wholly excluded is moot when realizing that if the proof is truly 'Sola fide' then that is exactly what you would expect. No further information, just garbage. So the question is whether or not you believe in garbage.)
(I find your lack of faith disturbing ...)
End of Document.
Sola fide : The Riemann hypothesis is true.
(The failure of Hilbert's Program shows that the numbers cannot be closed in themselves. Yet the ability to define numbers in terms of other numbers depends on this feature.
Proving the Riemann would mean going too far into the direction of closing the numbers completely into themselves but if it is false the ability to define numbers in terms of other numbers disappears. So it must be true yet remain unprovable. So justification by faith alone.)
(The argument that the possibility of a 'normal' proof is not wholly excluded is moot when realizing that if the proof is truly 'Sola fide' then that is exactly what you would expect. No further information, just garbage. So the question is whether or not you believe in garbage.)
(I find your lack of faith disturbing ...)
End of Document.