The lambda calculus has frequently been used as an intermediate representation for programming languages, particularly for functional programming language systems. We introduce two simple extensions to the lambda calculus that describe potentially parallel computations. These extensions permit us to use the lambda calculus as an intermediate form for languages that operate on large data items as single entities, such as FP or APL. We conclude by discussing how this intermediate representation can facilitate the generation of code for different types of parallel systems
untyped lambda calculus was introduced around 1930 by Church [11] as part of an investigation in the...
AbstractAn implementation oriented modification of lambda-calculus is presented together with some a...
abstract: Natural Language Processing is a subject that combines computer science and linguistics, a...
The Lambda Calculus is a formal system, originally intended as a tool in the foundation of mathemati...
Abstract: : In this work, we present preliminary study of Lambda Calculus in the field of computabil...
An examination of Girard's execution formula suggests implementations of the Geometry of Interaction...
We give p-calculus encodings of some reduction strategies that have been found useful in the functio...
AbstractLambda-SF-calculus can represent programs as closed normal forms. In turn, all closed normal...
The parallel processes modelling in the scientific researches automation has been investigated in th...
The use of lambda calculus in richer settings, pos-sibly involving parallelism, is examined in terms...
International audienceThe lambda calculus models the core of functional programming languages. This ...
(eng) We present a confluent rewriting system wich extends a previous calculus for the Lambda-Calcul...
AbstractWe present the Lambda Context Calculus. This simple lambda-calculus features variables arran...
Lambda-calculus is a language introduced by Church in 1930 aiming to build a logical basis for mathe...
We present the Lambda Context Calculus. This simple lambda-calculus features variables ar-ranged in ...
untyped lambda calculus was introduced around 1930 by Church [11] as part of an investigation in the...
AbstractAn implementation oriented modification of lambda-calculus is presented together with some a...
abstract: Natural Language Processing is a subject that combines computer science and linguistics, a...
The Lambda Calculus is a formal system, originally intended as a tool in the foundation of mathemati...
Abstract: : In this work, we present preliminary study of Lambda Calculus in the field of computabil...
An examination of Girard's execution formula suggests implementations of the Geometry of Interaction...
We give p-calculus encodings of some reduction strategies that have been found useful in the functio...
AbstractLambda-SF-calculus can represent programs as closed normal forms. In turn, all closed normal...
The parallel processes modelling in the scientific researches automation has been investigated in th...
The use of lambda calculus in richer settings, pos-sibly involving parallelism, is examined in terms...
International audienceThe lambda calculus models the core of functional programming languages. This ...
(eng) We present a confluent rewriting system wich extends a previous calculus for the Lambda-Calcul...
AbstractWe present the Lambda Context Calculus. This simple lambda-calculus features variables arran...
Lambda-calculus is a language introduced by Church in 1930 aiming to build a logical basis for mathe...
We present the Lambda Context Calculus. This simple lambda-calculus features variables ar-ranged in ...
untyped lambda calculus was introduced around 1930 by Church [11] as part of an investigation in the...
AbstractAn implementation oriented modification of lambda-calculus is presented together with some a...
abstract: Natural Language Processing is a subject that combines computer science and linguistics, a...