Invariant assertions play an important role in the analysis and documentation of while loops of imperative programs. Invariant functions and invariant relations are alternative analysis tools that are distinct from invariant assertions but are related to them. In this paper we discuss these three concepts and analyze their relationships. The study of invariant functions and invariant relations is interesting not only because it provides alternative means to analyze loops, but also because it gives us insights into the structure of invariant assertions, hence may help us enhance techniques for generating invariant assertions
We present a framework for automating the discovery of loop invariants based upon failed proof atte...
The invariant based programming is a technique of constructing correct programs by first identifying...
International audienceWe propose a static analysis for computing polynomial invariants for imperativ...
AbstractWhereas the analysis of loops in imperative programs is, justifiably, dominated by the conce...
Since their introduction more than four decades ago, invariant assertions have, justiably, dominated...
AbstractEver since their introduction by Hoare in 1969, invariant assertions have, justifiably, play...
Abstract—Program invariants are statements or assertions that are widely used in program analysis an...
There are a few different methods for formally proving that a program agrees with its specifica-tion...
AbstractInvariant assertions play an important role in the analysis and verification of iterative pr...
Checking whether a given formula is an invariant at a given program location (especially, inside a l...
The verification of programs offers great advantages for developers and users, because we can rely o...
When proving invariance properties of programs one is faced with two problems. The first problem is ...
We develop foundations for proving properties relating two programs. Our formalization is based on a...
Acceleration is a technique for summarising loops by computing a closed-form representation of the l...
Abstract. A general framework is presented for automating the discov-ery of loop invariants for impe...
We present a framework for automating the discovery of loop invariants based upon failed proof atte...
The invariant based programming is a technique of constructing correct programs by first identifying...
International audienceWe propose a static analysis for computing polynomial invariants for imperativ...
AbstractWhereas the analysis of loops in imperative programs is, justifiably, dominated by the conce...
Since their introduction more than four decades ago, invariant assertions have, justiably, dominated...
AbstractEver since their introduction by Hoare in 1969, invariant assertions have, justifiably, play...
Abstract—Program invariants are statements or assertions that are widely used in program analysis an...
There are a few different methods for formally proving that a program agrees with its specifica-tion...
AbstractInvariant assertions play an important role in the analysis and verification of iterative pr...
Checking whether a given formula is an invariant at a given program location (especially, inside a l...
The verification of programs offers great advantages for developers and users, because we can rely o...
When proving invariance properties of programs one is faced with two problems. The first problem is ...
We develop foundations for proving properties relating two programs. Our formalization is based on a...
Acceleration is a technique for summarising loops by computing a closed-form representation of the l...
Abstract. A general framework is presented for automating the discov-ery of loop invariants for impe...
We present a framework for automating the discovery of loop invariants based upon failed proof atte...
The invariant based programming is a technique of constructing correct programs by first identifying...
International audienceWe propose a static analysis for computing polynomial invariants for imperativ...