A semantical proof of the undecidability of the monadic intuitionistic predicate calculus of the first order.

Jekeri Okee

doi:10.1305/ndjfl/1093891900

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Home > Journals > Notre Dame J. Formal Logic > Volume 16 > Issue 4 > Article

October 1975 A semantical proof of the undecidability of the monadic intuitionistic predicate calculus of the first order.

Jekeri Okee

Notre Dame J. Formal Logic 16(4): 552-554 (October 1975). DOI: 10.1305/ndjfl/1093891900

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Notre Dame J. Formal Logic

Vol.16 • No. 4 • October 1975

Duke University Press

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Jekeri Okee "A semantical proof of the undecidability of the monadic intuitionistic predicate calculus of the first order.," Notre Dame Journal of Formal Logic, Notre Dame J. Formal Logic 16(4), 552-554, (October 1975)

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