On the metatheory of reality, mathematics, logic, numbers, sets, and proof.

Riemann, Metatheory, and Proof

Riemann’s Hypothesis, metamathematics, solutions, and proofs. A preprint manuscript-in-progress. Use is permitted for review and comment only.

The work provides comprehensively definitive, unconditional proofs of Riemann’s hypothesis, Goldbach’s conjecture, the ‘twin primes’ conjecture, the Collatz conjecture, the Newcomb-Benford theorem, and the Quine-Putnam Indispensability thesis. The proofs confirm post-modern metamathematics & ontology, new number theory, new proof theory, new philosophy of logic, and unconditional disproof of the P/NP problem. The proofs, metatheory, and definitions are also confirmed and verified with graphic proof of intrinsic enabling and governing principles. The paper is available via the following link: https://drive.google.com/file/d/17PQtd6AFyBVTog7jcPo_42AB6RfkwJdo/view?usp=sharing

Michael Lucas Monterey — First posted 2020, October, 27

Post-modern Sets, Logic, Reality, and STEM

The previous draft of this article (posted 10/29/20) was incomplete and included errors that needed correction. The new final draft is linked below:

PDF: https://drive.google.com/file/d/1RCnnoFiPN15VnUe0D4tK5R0YrnTM0rm0/view?usp=sharing

~ Michael Lucas Monterey ~ 2020, October 31

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