The Concept of Truth in Formalized Languages¶
Tarski, A. (1935). The Concept of Truth in Formalized Languages. Der Wahrheitsbegriff in den formalisierten Sprachen.
Cited by¶
2 citations across 2 artifacts.
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Primes¶
- Completeness
- Tarski (1936) clarified the syntactic/semantic distinction by giving the formal definition of truth in formalised languages, making semantic completeness (every sentence is provable or refutable) precisely formulable.
This sourceGives the formal definition of truth in formalised languages via satisfaction and the object-language/metalanguage distinction, making semantic completeness (every sentence provable or refutable) precisely formulable.
- Tarski (1936) clarified the syntactic/semantic distinction by giving the formal definition of truth in formalised languages, making semantic completeness (every sentence is provable or refutable) precisely formulable.
- Meta-Symbolic Reflection
- A system $S$ constructed to reference its own completeness/consistency paradoxically reveals its own incompleteness (Gödel's Theorem, Tarski 1936
This sourceTarski Concept of Truth truth-hierarchy metalanguage formalized.
- A system $S$ constructed to reference its own completeness/consistency paradoxically reveals its own incompleteness (Gödel's Theorem, Tarski 1936
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