During the last decade Cook, Bellantoni, Leivant and others have developed the theory of implicit computational complexity, i.e. the theory of predicative recursion, tiered definition schemes, etcetera. We extend and modify this theory to work in a context of imperative programming languages, and characterise complexity classes like P, LINSPACE, PSPACE and the classes in the Grzegorczyk hiearchy. Our theoretical framework seems promising with respect to applications in engineering
This abstract aims at presenting an ongoing effort to apply a novel typing mechanism stemming from I...
Starting from the definitions of predicative recursion and constructive diagonalization, we recall o...
Part 2: Track B: Logic, Semantics, Specification and VerificationInternational audienceIn this paper...
Implicit computational complexity (ICC) studies machine-independent approaches to computational comp...
International audienceThis special issue of ACM Transactions on Computational Logic is devoted to Im...
International audienceRecursive analysis is a model of analog computation which is based on type 2 T...
We provide a resource-free characterization of register machines that computes their output within p...
Controlling the resource consumption of programs is crucial: besides performance reasons, it has man...
guillaume(dot)bonfante(at)loria(dot)fr We propose to consider non confluence with respect to implici...
By means of the definition of predicative recursion, we introduce a programming language that provid...
International audienceImplicit Computational Complexity makes two aspects implicit, by manipulating ...
We argue that there is a link between implicit computational complexity theory and reversible comput...
AbstractTwo restricted imperative programming languages are considered: One is a slight modification...
AbstractWe provide machine-independent characterizations of some complexity classes, over an arbitra...
Implicit computational complexity, which aims at characterizing complexity classes by machine-indepe...
This abstract aims at presenting an ongoing effort to apply a novel typing mechanism stemming from I...
Starting from the definitions of predicative recursion and constructive diagonalization, we recall o...
Part 2: Track B: Logic, Semantics, Specification and VerificationInternational audienceIn this paper...
Implicit computational complexity (ICC) studies machine-independent approaches to computational comp...
International audienceThis special issue of ACM Transactions on Computational Logic is devoted to Im...
International audienceRecursive analysis is a model of analog computation which is based on type 2 T...
We provide a resource-free characterization of register machines that computes their output within p...
Controlling the resource consumption of programs is crucial: besides performance reasons, it has man...
guillaume(dot)bonfante(at)loria(dot)fr We propose to consider non confluence with respect to implici...
By means of the definition of predicative recursion, we introduce a programming language that provid...
International audienceImplicit Computational Complexity makes two aspects implicit, by manipulating ...
We argue that there is a link between implicit computational complexity theory and reversible comput...
AbstractTwo restricted imperative programming languages are considered: One is a slight modification...
AbstractWe provide machine-independent characterizations of some complexity classes, over an arbitra...
Implicit computational complexity, which aims at characterizing complexity classes by machine-indepe...
This abstract aims at presenting an ongoing effort to apply a novel typing mechanism stemming from I...
Starting from the definitions of predicative recursion and constructive diagonalization, we recall o...
Part 2: Track B: Logic, Semantics, Specification and VerificationInternational audienceIn this paper...