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      On the Semantics of Intensionality

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      Springer Berlin Heidelberg

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          On notation for ordinal numbers

          S. Kleene (1938)
          Consider a system of formal notations for ordinal numbers in the first and second number classes, with the following properties. Given a notation for an ordinal, it can be decided effectively whether the ordinal is zero, or the successor of an ordinal, or the limit of an increasing sequence of ordinals. In the second case, a notation for the preceding ordinal can be determined effectively. In the third case, notations for the ordinals of an increasing sequence of type ω with the given ordinal as limit can be determined effectively.
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            Foundations of Constructive Mathematics

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              A modal analysis of staged computation

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                2017
                March 16 2017
                : 550-566
                10.1007/978-3-662-54458-7_32
                8c6ed417-d52c-4838-8b58-e52afa355584
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