AbstractIn this paper we show how the framework of probabilistic abstract interpretation can be applied to statically analyse a probabilistic λ-calculus. We start by reviewing the classical framework of abstract interpretation. We choose to use (first-order) strictness analysis as our running example. We present the definition of probabilistic abstract interpretation and use it to construct a probabilistic strictness analysis
AbstractThis paper presents two complementary but equivalent semantics for a high level probabilisti...
Recently we have proposed symbolic execution techniques for the probabilistic analysis of programs. ...
International audienceWe propose an extension of the Applied Pi–calculus by introducing nondetermini...
AbstractIn this paper we show how the framework of probabilistic abstract interpretation can be appl...
We show how the framework of probabilistic abstract interpretation can be applied to statically anal...
AbstractWe present a semantics-based technique for analysing probabilistic properties of imperative ...
AbstractWhen modelling a complex system, such as one with distributed functionality, we need to choo...
AbstractWithin the context of a quantitative generalisation of the well established framework of Abs...
We study a syntax for specifying quantitative “assertions” - functions mapping program states to num...
In this thesis we deal with the operational behaviours of two quantitative extensions of pure λ-calc...
version corrigée de quelques scoriesThe study of probabilistic programs is of considerable interest ...
AbstractIn this paper we show how quantitative program logic (Morgan et al., ACM Trans. Programming ...
International audienceWe develop the operational semantics of an untyped probabilis-tic λ-calculus w...
The weakest pre-expectation calculus [20] has been proved to be a mature theory to analyze quan-tita...
The aims of these lecture notes are two-fold: (i) we investigate the relation between the operationa...
AbstractThis paper presents two complementary but equivalent semantics for a high level probabilisti...
Recently we have proposed symbolic execution techniques for the probabilistic analysis of programs. ...
International audienceWe propose an extension of the Applied Pi–calculus by introducing nondetermini...
AbstractIn this paper we show how the framework of probabilistic abstract interpretation can be appl...
We show how the framework of probabilistic abstract interpretation can be applied to statically anal...
AbstractWe present a semantics-based technique for analysing probabilistic properties of imperative ...
AbstractWhen modelling a complex system, such as one with distributed functionality, we need to choo...
AbstractWithin the context of a quantitative generalisation of the well established framework of Abs...
We study a syntax for specifying quantitative “assertions” - functions mapping program states to num...
In this thesis we deal with the operational behaviours of two quantitative extensions of pure λ-calc...
version corrigée de quelques scoriesThe study of probabilistic programs is of considerable interest ...
AbstractIn this paper we show how quantitative program logic (Morgan et al., ACM Trans. Programming ...
International audienceWe develop the operational semantics of an untyped probabilis-tic λ-calculus w...
The weakest pre-expectation calculus [20] has been proved to be a mature theory to analyze quan-tita...
The aims of these lecture notes are two-fold: (i) we investigate the relation between the operationa...
AbstractThis paper presents two complementary but equivalent semantics for a high level probabilisti...
Recently we have proposed symbolic execution techniques for the probabilistic analysis of programs. ...
International audienceWe propose an extension of the Applied Pi–calculus by introducing nondetermini...