Published June 30, 2022
| Version v50
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Goldbach's Conjecture — Towards the Inconsistency of Arithmetic
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This paper proves an inconsistency in Peano arithmetic (PA). We express a strengthened form of the strong Goldbach conjecture and its negation by using a specific set that varies according to whether the conjecture or the negation is assumed. We show that, on the other hand, this set remains unchanged under these assumptions. This causes a contradiction.
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INC_071623.pdf
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