| R. L. Crole. Functional Programming Theory, 1995. Department of Mathematics and Computer Science Lecture Notes, L A T E X format iv+68 pages with index. |
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R. L. Crole. Functional Programming Theory, 1995. Department of Mathematics and Computer Science Lecture Notes, L A T E X format iv+68 pages with index.
No context found.
R. L. Crole. Functional Programming Theory, 1995. Department of Mathematics and Computer Science Lecture Notes, L A T E X format iv+68 pages with index.
....semantics. We shall assume that readers are familiar with type theory, and more speci cally with type theories possessing judgements of both equality, and operational reduction. A good general reference for (dependent) type theory is the book [10] For operational reduction, see for example [2, 4, 6, 8, 11, 12, 13]. In fact the results presented here are founded on the FIX type theory introduced by Crole and Pitts in [3] and the object type theories (calculi) introduced by Abadi and Cardelli in [1] If the reader is not familiar with the details of these type theories, we would ask that they consult the ....
R. L. Crole. Functional Programming Theory, 1995. Department of Mathematics and Computer Science Lecture Notes, L A E X format iv+68 pages with index.
....Cardelli in [1] We shall assume that readers are familiar with these theories, and more generally with type theories possessing judgements of both equality, and operational reduction. A good general reference for (dependent) type theory is the book [10] For operational reduction, see for example [2, 4, 6, 8, 11, 12, 13]. We shall give brief summaries of the rules which generate judgements of the FIX type theory when we feel it is especially useful to do so; otherwise, to prevent undue repetition, we ask that readers consult the original references. Abadi and Cardelli have shown that object calculi are highly ....
R. L. Crole. Functional Programming Theory, 1995. Department of Mathematics and Computer Science Lecture Notes, L A T E X format iv+68 pages with index.
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