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An Interpretation of Martin-Loef's Type Theory in a Type Free Theory of Propositions

机译:解释马丁 - 洛夫在一类自由命题理论中的类型理论

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A formal theory of propositions and combinator terms is presented with Frege structures as models. The basic notions of the theory are propositions and true proppositions formed by means of logical operations. The interpretation of the type theory within the logical theory is based on the semantical explanation of the type theory given by Martin-Loef excluding the type of well orderings. Intuition leading to logical theory is taken from Aczel. The construction of the interpretation can also be viewed as a formalized realizability interpretation.

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