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单词 lambda calculus
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Examples oflambda calculus

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In this paper, we compare function definability in intersection type systems with function definability in the simply typedlambdacalculus.
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The next system is alambdacalculuswith function types and, optionally, cartesian products and disjoint unions.
From theCambridge English Corpus
The self-interpreter we used for the one-levellambda-calculuswas a direct implementation of the semantic rules in fig. 1 without the injections and projections.
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So, unlike the case of simply typedlambdacalculus, two types can be convertible without being syntactically identical.
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However, even people familiar withlambdacalculusare often confused about the proper way of proving this fact.
From theCambridge English Corpus
A small dependentlytypedlambdacalculussuffices for the effective encoding of most of math and, as we hope to justify, most of programming.
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Initially, we consider a simple language: thelambdacalculusaugmented with mutually recursive let-bindings.
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Normalisation inlambdacalculusand its relation to type inference.
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Approximation theorems are an important tool in the analysis of the -theories induced by models oflambdacalculus.
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They are observationally equivalent, but cannot be proved equal in the call-by-valuelambdacalculus.
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When applied to booleans, this construction yields the classical implementation of ifthen-else inlambdacalculus.
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We suggest another way of looking at the problem, which yields a sense in which thelambdacalculusis equivalent to an algebraic theory.
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Not coincidentally, though, the model we use was originally designed for the bounded higher-orderlambdacalculus.
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Higher order abstract syntax is an abstract syntax representation that extends syntax trees with the abstraction mechanism of thelambdacalculus.
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Each set of equivalence classes is called a limited model of simply typedlambdacalculus.
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This is in contrast to the simply typedlambdacalculusand its extensions, which ignore type information at runtime.
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These examples are from corpora and from sources on the web. Any opinions in the examples do not represent the opinion of the Cambridge Dictionary editors or of Cambridge University Press or its licensors.

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