Introduction. The concept of abstract interpretation has been introduced by Patrick and Radhia Cousot in [4, 5], in order to formalize static program analyses. Within this framework, our goal is to offer a unifying view on operators for enhancing and simplifying abstract domains. Enhancing and simplifying operators are viewed, respectively, as domain refinements and inverses of domain refinements. This new unifying viewpoint make
The reduced product of abstract domains is a rather well known operation in abstract interpretation....
Completeness in abstract interpretation is an ideal and rare situation where the abstract semantics ...
The aim of this paper is to provide a general overview of the product operators introduced in the li...
The concept of abstract interpretation has been introduced by Patrick and Radhia Cousot in 1977, in ...
AbstractIn the context of standard abstract interpretation theory, we define the inverse operation t...
In the context of Cousot and Cousot's abstract interpretation theory, we present a general framework...
AbstractIn 1997, Cousot introduced a hierarchy where semantics are related with each other by abstra...
Abstract. In the context of Cousot and Cousot's abstract interpreta-tion theory, we present a g...
AbstractIn the context of standard abstract interpretation theory, a reduced relative power operatio...
In 1997, Cousot introduced a hierarchy where semantics are related with each other by abstract inter...
Reduced product of abstract domains is a rather well-known operation for domain composition in abstr...
In this paper we propose a simple framework based on first-order logic, for the design and decomposi...
We introduce a reduced product combining algebraic and logical abstractions to design program correc...
Reduced product of abstract domains is a rather well-known operation for domain composition in abstr...
Completeness is an ideal, although uncommon, feature of abstract interpretations, formalizing the in...
The reduced product of abstract domains is a rather well known operation in abstract interpretation....
Completeness in abstract interpretation is an ideal and rare situation where the abstract semantics ...
The aim of this paper is to provide a general overview of the product operators introduced in the li...
The concept of abstract interpretation has been introduced by Patrick and Radhia Cousot in 1977, in ...
AbstractIn the context of standard abstract interpretation theory, we define the inverse operation t...
In the context of Cousot and Cousot's abstract interpretation theory, we present a general framework...
AbstractIn 1997, Cousot introduced a hierarchy where semantics are related with each other by abstra...
Abstract. In the context of Cousot and Cousot's abstract interpreta-tion theory, we present a g...
AbstractIn the context of standard abstract interpretation theory, a reduced relative power operatio...
In 1997, Cousot introduced a hierarchy where semantics are related with each other by abstract inter...
Reduced product of abstract domains is a rather well-known operation for domain composition in abstr...
In this paper we propose a simple framework based on first-order logic, for the design and decomposi...
We introduce a reduced product combining algebraic and logical abstractions to design program correc...
Reduced product of abstract domains is a rather well-known operation for domain composition in abstr...
Completeness is an ideal, although uncommon, feature of abstract interpretations, formalizing the in...
The reduced product of abstract domains is a rather well known operation in abstract interpretation....
Completeness in abstract interpretation is an ideal and rare situation where the abstract semantics ...
The aim of this paper is to provide a general overview of the product operators introduced in the li...