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An Introduction to Lambda Calculus and Functional Programming

2013 2nd Workshop-School on Theoretical Computer Science, 2013
Lambda calculus is a formal system built around the concepts of function definition and function application. It is a minimalistic Turing-computable system that has a great influence on the design of functional programming. This paper is a tutorial on the untyped lambda calculus and its use as an idealised programming language.
exaly   +2 more sources

A modification of the λ-calculus as a base for functional programming languages

1982
Church's λ-calculus is modified by introducing a new mechanism, the lambda-bar operator “#”, which neutralizes the effect of one preceeding λ-binding. This operator can be used in such a way that renaming of bound variables in any reduction sequence can be avoided, with the effect that efficient interpreters with comparatively simple machine ...
Klaus J. Berkling, Elfriede Fehr
openaire   +1 more source

The Verse Calculus: A Core Calculus for Deterministic Functional Logic Programming

2023
Lennart Augustsson   +2 more
exaly  

Semantics of a Relational $$\lambda $$-Calculus

Lecture Notes in Computer Science, 2020
Pablo Barenbaum
exaly  

A lambda-calculus foundation for universal probabilistic programming

ACM SIGPLAN Notices, 2016
Johannes Borgström   +2 more
exaly  

The lambda-context calculus (extended version)

Information and Computation, 2009
Murdoch J Gabbay
exaly  

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