Functional Programming Languages and Computer Architecture : Proceedings, Nancy, France, September 1985

ISBN 10: 3540159754 / ISBN 13: 9783540159759

Editore: Springer Berlin / Heidelberg, 1985

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Ships from the UK. Former library book; may include library markings. Used book that is in clean, average condition without any missing pages. Codice articolo GRP98483063

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Titolo: Functional Programming Languages and ...

Casa editrice: Springer Berlin / Heidelberg

Data di pubblicazione: 1985

Legatura: Brossura

Condizione: Good

Edizione: 1985th Edition.

Descrizione articolo

Contenuti:

Miranda: A non-strict functional language with polymorphic types.- Data flow graph optimization in if1.- Strictness analysis — a practical approach.- The categorical abstract machine.- High order programming in extended FP.- Secd-m: a virtual machine for applicative programming.- Cobweb — A combinator reduction architecture.- How to replace failure by a list of successes a method for exception handling, backtracking, and pattern matching in lazy functional languages.- Lazy memo-functions.- An architecture for fast data movement in the FFP machine.- An architecture that efficiently updates associative aggregates in applicative programming languages.- Lambda lifting: Transforming programs to recursive equations.- Optimizing almost-tail-recursive prolog programs.- Designing regular array architectures using higher order functions.- $$v\mathcal{F}\mathcal{P}$$ : An environment for the multi-level specification, analysis, and synthesis of hardware algorithms.- A distributed garbage collection algorithm.- Cyclic reference counting for combinator machines.- Design for a multiprocessing heap with on-board reference counting.- A functional language and modular architecture for scientific computing.- Practical polymorphism.- Program verification in a logical theory of constructions.- Transforming recursive programs for execution on parallel machines.- Compiling pattern matching.- Serial combinators: "optimal" grains of parallelism.- The G-machine: A fast, graph-reduction evaluator.