International audienceWe describe a new quantifier elimination algorithm for real closed fields based on Thom encoding and sign determination. The complexity of this algorithm is elementary recursive and its proof of correctness is completely algebraic. In particular, the notion of connected components of semialgebraic sets is not used
An algorithm is presented which eliminates second-order quantifiers over predicate variables in form...
Quantifier Elimination (QE) in the domain of an algebraically closed field is much simpler than that...
AbstractThis paper deals mainly with fast quantifier elimination in the elementary theory of algebra...
We describe a new quantifier elimination algorithm for real closed fields based onThom encoding and ...
This paper describes a very simple (high school level) algorithm of quantifier elimination for real ...
In this paper we give a new algorithm for quantifier elimination in the first order theory of real c...
We propose a new quantifier elimination algorithm for the theory of linear real arithmetic. This alg...
The final publication is available at www.springerlink.comInternational audienceWe prove formally th...
AbstractWe propose a decision procedure for algebraically closed fields based on a quantifier elimin...
AbstractIn this paper we obtain an effective algorithm for quantifier elimination over algebraically...
Abstract. We give an algebraic quantifier elimination algorithm for the first-order theory over any ...
Abstract. We present a fully proof-producing implementation of a quantifier elimination procedure fo...
AbstractIn 1985, van den Dries showed that the theory of the reals with a predicate for the integer ...
We give an algebraic quantifier elimination algorithm for the first-order theory over any given fini...
International audienceThis paper describes a formalization of discrete real closed fields in the Coq...
An algorithm is presented which eliminates second-order quantifiers over predicate variables in form...
Quantifier Elimination (QE) in the domain of an algebraically closed field is much simpler than that...
AbstractThis paper deals mainly with fast quantifier elimination in the elementary theory of algebra...
We describe a new quantifier elimination algorithm for real closed fields based onThom encoding and ...
This paper describes a very simple (high school level) algorithm of quantifier elimination for real ...
In this paper we give a new algorithm for quantifier elimination in the first order theory of real c...
We propose a new quantifier elimination algorithm for the theory of linear real arithmetic. This alg...
The final publication is available at www.springerlink.comInternational audienceWe prove formally th...
AbstractWe propose a decision procedure for algebraically closed fields based on a quantifier elimin...
AbstractIn this paper we obtain an effective algorithm for quantifier elimination over algebraically...
Abstract. We give an algebraic quantifier elimination algorithm for the first-order theory over any ...
Abstract. We present a fully proof-producing implementation of a quantifier elimination procedure fo...
AbstractIn 1985, van den Dries showed that the theory of the reals with a predicate for the integer ...
We give an algebraic quantifier elimination algorithm for the first-order theory over any given fini...
International audienceThis paper describes a formalization of discrete real closed fields in the Coq...
An algorithm is presented which eliminates second-order quantifiers over predicate variables in form...
Quantifier Elimination (QE) in the domain of an algebraically closed field is much simpler than that...
AbstractThis paper deals mainly with fast quantifier elimination in the elementary theory of algebra...
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