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LAMDA-CALCUL TYPE

Objective


An original and challenging approach has been adopted to essential questions of computer science such as modularity, proofs of programs and operationality.

Studies have been conducted in the following areas:

Systems of typed lambda calculus:
study of the various systems and linking with object oriented programming, subtyping, etc;
introduction of new high order languages with improved flexibility;
study of linear logic.

Programming semantics:
general categoric semantics and use of categorical combinators for programmation;
concrete denotational semantics;
dynamic semantics of programs.

Operationality:
study of the structure of pure lambda calculus;
fine structure of execution;
utilization of the proof nets of linear logic for optimized sharing in execution.

Funding Scheme

CSC - Cost-sharing contracts

Coordinator

UNIVERSITE DE PARIS VII DENIS DIDEROT
Address
Place Jussieu 2
Paris
France

Participants (5)

Centre National de la Recherche Scientifique (CNRS)
France
Address
45 Rue D'ulm
75005 Paris
STICHTING KATHOLIEKE UNIVERSITEIT
Netherlands
Address

6500 GL Nijmegen
UNIVERSITA DEGLI STUDI DI PISA
Italy
Address
Corso Italia 40
56125 Pisa
UNIVERSITY OF TORINO
Italy
Address
Corso Svizzera 185
10149 Torino (Turin)
Università degli Studi di Roma La Sapienza
Italy
Address
Piazzale Aldo Moro 2
00185 Roma