Propositions as games as types
Synthese 76 (3):377 - 395 (1988)
| Abstract | Without violating the spirit of Game-Theoretical semantics, its results can be re-worked in Martin-Löf''s Constructive Type Theory by interpreting games as types of Myself''s winning strategies. The philosophical ideas behind Game-Theoretical Semantics in fact highly recommend restricting strategies to effective ones, which is the only controversial step in our interpretation. What is gained, then, is a direct connection between linguistic semantics and computer programming. | |||||||||
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Michael Hand (1988). How Game-Theoretical Semantics Works: Classical First-Order Logic. Erkenntnis 29 (1):77 - 93.
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