International audienceWe present a formalism called Addressed Term Rewriting Systems, which can be used to model implementations of theorem proving, symbolic computation, and programming languages, especially aspects of sharing, recursive computations and cyclic data structures. Addressed Term Rewriting Systems are therefore well suited for describing object-based languages, and as an example we present a language called λObj^a , incorporating both functional and object-based features. As a case study in how reasoning about languages is supported in the ATRS formalism a type system for λObj^a is defined and a type soundness result is proved
AbstractThis paper presents a term graph rewriting system as an implementation for the X-calculus, a...
AbstractSystem S is a calculus providing the basic abstractions of term rewriting: matching and buil...
National audienceThe rewriting calculus is a minimal framework embedding lambda calculus and term re...
International audienceWe present a formalism called Addressed Term Rewriting Systems, which can be u...
International audienceWe present a formalism called Addressed Term Rewriting Systems, which can be u...
AbstractWe present a formalism called Addressed Term Rewriting Systems, which can be used to define ...
Term rewriting systems are important for computability theory of abstract data types, for automatic ...
(eng) We propose Addressed Term Rewriting Systems (ATRS) as a solution to the still-standing problem...
International audienceWe describe the foundations of LamObj^a, a framework, or generic calculus, for...
Many systems are at least partly or implicitly based on term rewriting. Examples are functional lang...
AbstractThe last few years have seen the development of a new calculus which can be considered as an...
(eng) In a previous paper we have outlined a framework (or a generic object-calculus) called \Obja, ...
International audienceThe last few years have seen the development of a new calculus which can be co...
In this work we propose a set of term-rewriting techniques for modelling object-oriented computation...
Colloque avec actes et comité de lecture. internationale.International audienceThe rewriting calculu...
AbstractThis paper presents a term graph rewriting system as an implementation for the X-calculus, a...
AbstractSystem S is a calculus providing the basic abstractions of term rewriting: matching and buil...
National audienceThe rewriting calculus is a minimal framework embedding lambda calculus and term re...
International audienceWe present a formalism called Addressed Term Rewriting Systems, which can be u...
International audienceWe present a formalism called Addressed Term Rewriting Systems, which can be u...
AbstractWe present a formalism called Addressed Term Rewriting Systems, which can be used to define ...
Term rewriting systems are important for computability theory of abstract data types, for automatic ...
(eng) We propose Addressed Term Rewriting Systems (ATRS) as a solution to the still-standing problem...
International audienceWe describe the foundations of LamObj^a, a framework, or generic calculus, for...
Many systems are at least partly or implicitly based on term rewriting. Examples are functional lang...
AbstractThe last few years have seen the development of a new calculus which can be considered as an...
(eng) In a previous paper we have outlined a framework (or a generic object-calculus) called \Obja, ...
International audienceThe last few years have seen the development of a new calculus which can be co...
In this work we propose a set of term-rewriting techniques for modelling object-oriented computation...
Colloque avec actes et comité de lecture. internationale.International audienceThe rewriting calculu...
AbstractThis paper presents a term graph rewriting system as an implementation for the X-calculus, a...
AbstractSystem S is a calculus providing the basic abstractions of term rewriting: matching and buil...
National audienceThe rewriting calculus is a minimal framework embedding lambda calculus and term re...