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LCF considered as a programming language. (English) Zbl 0369.68006

MSC:
68N01 General topics in the theory of software
Software:
LCF
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References:
[1] Gordon, M., Evaluation and denotation of pure LISP programs: a worked example in semantics, ()
[2] Howard, W.A., Assignment of ordinals to terms for primitive recursive functionals of finite type, () · Zbl 0206.28202
[3] Milner, R., Models of LCF, () · Zbl 0364.02018
[4] Milne, R., The formal semantics of computer languages and their implementations, ()
[5] Newey, M., Axioms and theorems for integers, lists and finite sets in LCF, ()
[6] Plotkin, G.D., Call-by-name, call-by-value and the λ-calculus, Theoret. comput. sci, 1, (1975) · Zbl 0325.68006
[7] Scott, D., A theory of computable functions of higher type, (1969), University of Oxford Oxford, unpublished seminar notes
[8] Scott, D., Lattice theory, data types and semantics, () · Zbl 0279.68042
[9] Troelstra, A.S., Metamathematical investigation of intuitionistic arithmetic and analysis, () · Zbl 0275.02025
[10] Vuillemin, J., Correct and optimal implementations of recursion in a simple programming language, Proc. fifth ACM symposium on theory of computing, 224-239, (1973)
[11] Wadsworth, C.P., Semantics and pragmatics of the lambda-calculus, (1971), University of Oxford Oxford
[12] C.P. Wadsworth, The relationships between lambda-expressions and their denotations in Scott’s models for the lambda-calculus (to appear).
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