Add to ORKGThe parametric shape analysis framework of Sagiv, Reps, and Wilhelm [45, 46] uses three-valued structures as dataflow lattice elements to represent sets of states at di#erent program points. The recent work of Yorsh, Reps, Sagiv, Wilhelm [48, 50] introduces a family of formulas in (classical, two-valued) logic that are isomorphic to three-valued structures [46] and represent the same sets of concrete states
We present role logic, a notation for describing propertiesof relational structures in shape analysi...
Polyhedral cones can be represented by sets of linear inequalities that express inter-variable relat...
In this paper, we present a new method for the construction of parametric surfaces reproducing an ob...
Shape analysis is a promising technique for statically verifyingand extracting properties of program...
Abstract. Shape analysis concerns the problem of determining “shape invariants ” for pro-grams that ...
Verification of programs requires reasoning about sets of program states. In case of programs manipu...
this paper, we show how 3-valued structures that arise in shape analysis can be characterized using ...
International audienceWe propose a new relational abstract domain for analysing programs with numeri...
Shape algebraic representations provide several advantages over more traditional geometric represent...
One of the main challenges in the verification of software systems is the analysis of unbounded data...
In order to measure the degree of dissimilarity between elements of a Boolean algebra, the author’s ...
A new method of describing designs by combining the paradigms of shape algebras and predicate logic ...
A new method of describing designs by combining the paradigms of shape algebras and predicate logic ...
This paper considers the problem of constructing shape measures; we start by giving a short overview...
AbstractSystems of Boolean constraints which allow negative constraints such as f ⊊︀ g are investiga...
We present role logic, a notation for describing propertiesof relational structures in shape analysi...
Polyhedral cones can be represented by sets of linear inequalities that express inter-variable relat...
In this paper, we present a new method for the construction of parametric surfaces reproducing an ob...
Shape analysis is a promising technique for statically verifyingand extracting properties of program...
Abstract. Shape analysis concerns the problem of determining “shape invariants ” for pro-grams that ...
Verification of programs requires reasoning about sets of program states. In case of programs manipu...
this paper, we show how 3-valued structures that arise in shape analysis can be characterized using ...
International audienceWe propose a new relational abstract domain for analysing programs with numeri...
Shape algebraic representations provide several advantages over more traditional geometric represent...
One of the main challenges in the verification of software systems is the analysis of unbounded data...
In order to measure the degree of dissimilarity between elements of a Boolean algebra, the author’s ...
A new method of describing designs by combining the paradigms of shape algebras and predicate logic ...
A new method of describing designs by combining the paradigms of shape algebras and predicate logic ...
This paper considers the problem of constructing shape measures; we start by giving a short overview...
AbstractSystems of Boolean constraints which allow negative constraints such as f ⊊︀ g are investiga...
We present role logic, a notation for describing propertiesof relational structures in shape analysi...
Polyhedral cones can be represented by sets of linear inequalities that express inter-variable relat...
In this paper, we present a new method for the construction of parametric surfaces reproducing an ob...