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Natural Intuitionistic Semantics and Generalized Beth Semantics

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Intuitionistic Proof Versus Classical Truth

Part of the book series: Logic, Epistemology, and the Unity of Science ((LEUS,volume 42))

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Abstract

In this chapter, the connection between the notion of truth in a generalized Beth model and the intuitive notion of truth according to the intuitionistic meaning of logical constants is analysed.

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References

  • de Swart, H. (1976). Another intuitionistic completeness proof. Journal of Symbolic Logic, 41, 644–662.

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  • Kreisel, G. (1962). Weak completeness of intuitionistic predicate logic. Journal of Symbolic Logic, 27, 139–158.

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  • Troelstra, A. (1977). Choice sequences. Oxford: Oxford University Press.

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  • Veldman, W. (1976). An intuitionistic completeness theorem for intuitionistic predicate logic. Journal of Symbolic Logic, 41, 159–176.

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Correspondence to Enrico Martino .

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Martino, E. (2018). Natural Intuitionistic Semantics and Generalized Beth Semantics. In: Intuitionistic Proof Versus Classical Truth. Logic, Epistemology, and the Unity of Science, vol 42. Springer, Cham. https://doi.org/10.1007/978-3-319-74357-8_3

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