The theory of arrays read(write(a, i,e), i) = e i 6 = j → read(write(a, i,e), j) = read(a, j) ∀i.(read(a, i) = read(b, i)) → a = b Not sufficient for program verification problems as many papers have pointed out, e.g. [Suzuki & Jefferson (1980)] dealt with a predicate for recognizing sorted arrays But also, what about a dimension of arrays? This is tricky since the three axioms above allow arrays to be unbounded! Ghilardi et al. (UNIMI & INRIA-Lorraine) Deciding Extensions of the Theory of Arrays PDPAR 2006 2 / 2
We outline an approach to use ordering-based theorem-proving strategies as satisfiability procedures...
We present an extension to the quantifier-free theory of integer arrays which allows us to express c...
Abstract. We present a method for verifying properties of imperative programs that manipulate intege...
The theory of arrays, introduced by McCarthy in his seminal paper "Toward a mathematical science of ...
The theory of arrays, introduced by McCarthy in his seminal paper “Towards a mathematical science of...
International audienceThe theory of arrays, introduced by McCarthy in his seminal paper "Towards a m...
A decision procedure for a theory of arrays is of inter-est for applications in formal verification,...
The (extensional) theory of arrays is widely used to model systems. Hence, efficient decision proced...
International audienceWe introduce a new decidable logic for reasoning about infinite arrays of inte...
A variety of concepts, laws, and notations are presented which facilitate reasoning about arrays. Th...
International audienceArray bound checking and array dependency analysis (for parallelization) have ...
The ability to describe array expressions in terms of the shapes of their arguments and the symbolic...
Array bound checking and array dependency analysis (for par-allelization) have been widely studied. ...
AbstractTerm algebras can model recursive data structures which are widely used in programming langu...
: A scheme is presented to enable the mode analysis of concurrent logic programs manipulating arrays...
We outline an approach to use ordering-based theorem-proving strategies as satisfiability procedures...
We present an extension to the quantifier-free theory of integer arrays which allows us to express c...
Abstract. We present a method for verifying properties of imperative programs that manipulate intege...
The theory of arrays, introduced by McCarthy in his seminal paper "Toward a mathematical science of ...
The theory of arrays, introduced by McCarthy in his seminal paper “Towards a mathematical science of...
International audienceThe theory of arrays, introduced by McCarthy in his seminal paper "Towards a m...
A decision procedure for a theory of arrays is of inter-est for applications in formal verification,...
The (extensional) theory of arrays is widely used to model systems. Hence, efficient decision proced...
International audienceWe introduce a new decidable logic for reasoning about infinite arrays of inte...
A variety of concepts, laws, and notations are presented which facilitate reasoning about arrays. Th...
International audienceArray bound checking and array dependency analysis (for parallelization) have ...
The ability to describe array expressions in terms of the shapes of their arguments and the symbolic...
Array bound checking and array dependency analysis (for par-allelization) have been widely studied. ...
AbstractTerm algebras can model recursive data structures which are widely used in programming langu...
: A scheme is presented to enable the mode analysis of concurrent logic programs manipulating arrays...
We outline an approach to use ordering-based theorem-proving strategies as satisfiability procedures...
We present an extension to the quantifier-free theory of integer arrays which allows us to express c...
Abstract. We present a method for verifying properties of imperative programs that manipulate intege...