Tarski Undefinability Theorem Succinctly Refuted

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Tarski Undefinability Theorem Succinctly Refuted

Postby PL_OLCOTT on May 1st, 2019, 5:53 pm 

[a connected set of known truths necessarily always derives truth].

[Deductively Sound Formal Proofs]
If Axioms are defined as expressions of language having the
semantic property of Boolean true then this: True(x) ↔ (⊢x)
is the universal truth predicate that Tarski "proved" was impossible.

The 1936 Tarski Undefinability Proof
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