AbstractThe problem-oriented verification system SPECTRUM using the set of linear algebra programs as the problem area is described. Its main component is a special prover which uses knowledge base and approximate decision procedures. To simplify the program specification, a method of loop-invariant elimination is used
The use of linear programming in various areas has increased with the significant improvement of spe...
This thesis discusses the formalization of basic results from linear algebra up to\ud the following ...
International audienceThe problem considered in this talk is to solve and mainly to refine an approx...
AbstractThe problem-oriented verification system SPECTRUM using the set of linear algebra programs a...
This paper presents a first attempt at implementing an algorithm with result verification for linear...
In this paper, we summarize the results on program verification through semi-algebraic systems (SASs...
Abstract. Recent advances in program verification indicate that vari-ous verification problems can b...
Abstract — We study and implement concrete methods for the verification of both imperative as well a...
International audienceSolving numerically a linear system can be performed very efficiently, using o...
derivation of algorithms for linear algebra operations. Rather than proving loop based algorithms co...
We present a prototype of a computer algebra system that is built on top of a proof assistant, HOL L...
This thesis studies the formalisation and execution of Linear Algebra algorithms in Isabelle/HOL, an...
One of the main application areas and driving forces behind the development of Satisfiability Modulo...
Static analysis of program semantics can be used to provide strong guarantees about the correctness ...
This work develops new automated reasoning techniques for verifying the correctness of equationally ...
The use of linear programming in various areas has increased with the significant improvement of spe...
This thesis discusses the formalization of basic results from linear algebra up to\ud the following ...
International audienceThe problem considered in this talk is to solve and mainly to refine an approx...
AbstractThe problem-oriented verification system SPECTRUM using the set of linear algebra programs a...
This paper presents a first attempt at implementing an algorithm with result verification for linear...
In this paper, we summarize the results on program verification through semi-algebraic systems (SASs...
Abstract. Recent advances in program verification indicate that vari-ous verification problems can b...
Abstract — We study and implement concrete methods for the verification of both imperative as well a...
International audienceSolving numerically a linear system can be performed very efficiently, using o...
derivation of algorithms for linear algebra operations. Rather than proving loop based algorithms co...
We present a prototype of a computer algebra system that is built on top of a proof assistant, HOL L...
This thesis studies the formalisation and execution of Linear Algebra algorithms in Isabelle/HOL, an...
One of the main application areas and driving forces behind the development of Satisfiability Modulo...
Static analysis of program semantics can be used to provide strong guarantees about the correctness ...
This work develops new automated reasoning techniques for verifying the correctness of equationally ...
The use of linear programming in various areas has increased with the significant improvement of spe...
This thesis discusses the formalization of basic results from linear algebra up to\ud the following ...
International audienceThe problem considered in this talk is to solve and mainly to refine an approx...
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