(Enter summary)
Abstract: An examination of Girard's execution formula suggests implementations of the
Geometry of Interaction at the syntactic level. In this paper we limit our scope to groundtype
terms and study the parallel aspects of such implementations, by introducing a family
of abstract machines which can be directly implemented. These machines address all the
important implementation issues such as the choice of an inter-thread communication model,
and allow to incorporate specic strategies for dividing the... (Update)
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BibTeX entry: (Update)
@inproceedings{ pinto01parallel,
author = "Jorge Sousa Pinto",
title = "Parallel Implementation Models for the lambda-Calculus Using the Geometry of Interaction",
booktitle = "Typed Lambda Calculus and Applications",
pages = "385-399",
year = "2001",
url = "citeseer.ist.psu.edu/464989.html" }
Citations (may not include all citations):
215
Theoretical Computer Science (context) - Girard - 1987 ACM
21
Proof-nets and the Hilbert space
- Danos, Regnier - 1995 ACM
21
Geometry of interaction 1: Interpretation of System F (context) - Girard - 1989
13
Linear logic without boxes
- Gonthier, Abadi et al. - 1992 DBLP
10
The geometry of interaction machine (context) - Mackie - 1995 ACM DBLP
7
an analysis of Girard's execution formula (context) - Danos, Regnier et al. - 1993
7
Geometry of interaction III : accommodating the additives
- Girard - 1995
7
Imperial College of Science (context) - Mackie, of et al. - 1994
6
Geometry of interaction 2: Deadlock-free algorithms (context) - Girard - 1988 ACM DBLP
4
Sequential and concurrent abstract machines for interaction .. (context) - Pinto - 2000 ACM DBLP
3
Directed virtual reductions
- Danos, Pedicini et al. - 1997 ACM DBLP
3
Parallel Implementation with Linear Logic (context) - Pinto - 2000
1
terms: an introduction to the geometry of interaction for fu.. (context) - Pinto, of - 2000
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