Abstract
This chapter begins by discussing the work of Alfred Tarski. In the 1930s, Tarski published two articles that became classics. In “The Concept of Truth in Formalized Languages” (1935) he defined truth for formal languages of logic and mathematics. In “On the Concept of Logical Consequence” (1936) he used that definition to give what is essentially the modern “semantic” (model-theoretic) definition of logical consequence. In addition to their evident significance for logic and metamathematics, these results have come to play an important role in the study of meaning. The chapter then discusses Rudolf Carnap's embrace of truth-theoretic semantics and the semantic approach of Donald Davidson.
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