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A Notation for Lambda Terms II: Refinements and Applications (1994)  (Make Corrections)  (11 citations)
Gopalan Nadathur



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Abstract: Issues that are relevant to the representation of lambda terms in contexts where their intensions have to be manipulated are examined. The basis for such a representation is provided by the suspension notation for lambda terms that is described in a companion paper. This notation obviates ff-conversion in the comparison of terms by using the `nameless' scheme of de Bruijn and also permits a delaying of substitutions by including a class of terms that encode other terms together with... (Update)

Context of citations to this paper:   More

...environment must themselves be incremented by one. The problems described above can be overcome by using the notation developed in [33, 34, 35], and we use this notation in our implementation. The main novelty of this notation is the addition of a new category to terms that...

...by Lemma 8.4. 2 Several other observations can be made of the overall rewrite system and this is, in fact, done in a companion paper [Nad94] where we consider refinements to and applications of the rewrite system presented here. The present observations are of interest...

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BibTeX entry:   (Update)

Gopalan Nadathur. A notation for lambda terms II: Refinements and applications. Technical Report CS-1994-01, Department of Computer Science, Duke University, January 1994. http://citeseer.ist.psu.edu/article/nadathur94notation.html   More

@techreport{ nadathur94notation,
    author = "Gopalan {Nadathur} and Debra Sue Wilson.",
    title = "A Notation for Lambda Terms {II}: Refinements and Applications",
    number = "Technical report DUKE--TR--1994--01",
    year = "1994",
    url = "citeseer.ist.psu.edu/article/nadathur94notation.html" }
Citations (may not include all citations):
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505   Implementing Mathematics with the Nuprl Proof Development Sy.. - Constable, Allen et al. - 1986
434   A framework for defining logics - Harper, Honsell et al. - 1993
419   A formulation of the simple theory of types (context) - Church - 1940
266   Information and Computation (context) - Coquand, Huet et al. - 1988
174   A unification algorithm for typed -calculus (context) - Huet - 1975
172   Higher-order abstract syntax (context) - Pfenning, Elliot - 1988
166   An overview of Prolog (context) - Nadathur, Miller - 1988
157   Edinburgh LCF: A Mechanised Logic of Computation (context) - Gordon, Milner et al. - 1979
129   The foundations of a generic theorem prover - Paulson - 1988
121   Proving and applying program transformations expressed with .. (context) - Huet, Lang - 1978
106   The categorical abstract machine (context) - Cousineau, Curien et al. - 1987
101   Lambda calculus notation with nameless dummies (context) - de Bruijn - 1972
96   A survey of the project AUTOMATH (context) - de Bruijn - 1980
71   Elf: A language for logic definition and verified metaprogra.. - Pfenning - 1989
65   Sequential Algorithms and Functional Programming (context) - Curien - 1986
47   A logic programming approach to manipulating formulas and pr.. - Miller, Nadathur - 1987
42   Resolution in type theory (context) - Andrews - 1971
42   On laziness and optimality in lambda interpreters: Tools for.. (context) - Field - 1990
38   A representation of lambda terms suitable for operations on .. (context) - Nadathur, Wilson - 1990
32   A lazy evaluator (context) - Henderson, Morris - 1976
31   A notation for lambda terms I: A generalization of environme.. - Nadathur, Wilson - 1993
29   Incremental reduction in the lambda calculus (context) - Field, Teitelbaum - 1990
28   and Jean-Jacques L'evy (context) - Abadi, Cardelli et al. - 1990
16   Naive reverse can be linear - Brisset, Ridoux - 1991
16   Introduction to Combinatory Logic and Lambda Calculus (context) - Hindley, Seldin - 1986
15   Implementation considerations for higher-order features in l.. - Nadathur, Jayaraman et al. - 1993
12   The representation of logics in higher-order logic (context) - Paulson - 1987
7   An efficient interpreter for the lambda-calculus (context) - Aiello, Prini - 1981



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