Add to ORKGIn this paper we report on a successful application of interval arithmetic to extend the basic geometric operations underlying the ruler-and-compass geometric constraint solving technique to deal with problems where geometric constraints take values in the interval domain.Postprint (published version
In this paper we demonstrate how Interval Analysis and Constraint Logic Programming can be used to o...
of radicals using rationals, unication. Abstract. Constraint Logic Programming can be advantageously...
A reliable symbolic-numeric algorithm for solving nonlinear systems over the reals is designed. The ...
In this paper we report on a successful application of interval arithmetic to extend the basic geom...
In advanced computer-aided design systems, an object is defined by a collection of geometric elemen...
In design and manufacturing applications, users of computer aided design systems are very often in...
This paper introduces a new rigidification method-using interval constraint programming techniques- ...
WOSInternational audienceAn interval problem is a problem where the unknown variables take interval ...
In advanced computer-aided design systems, an object is defined by a finite collection of points, li...
In parametric design, changing values of parameters to get different solution instances to the probl...
We are concerned with interval constraints: solving constraints among real unknowns in such a way th...
a b s t r a c t An interval problem is a problemwhere the unknown variables take interval values. Su...
Constraint programming is often associated with solving problems over finite domains. Many applicati...
Abstract. This paper proposes two algorithms for solving geometric constraint systems. The first alg...
Abstract. The idea of interval arithmetic, proposed by Moore, is to enclose the exact value of a rea...
In this paper we demonstrate how Interval Analysis and Constraint Logic Programming can be used to o...
of radicals using rationals, unication. Abstract. Constraint Logic Programming can be advantageously...
A reliable symbolic-numeric algorithm for solving nonlinear systems over the reals is designed. The ...
In this paper we report on a successful application of interval arithmetic to extend the basic geom...
In advanced computer-aided design systems, an object is defined by a collection of geometric elemen...
In design and manufacturing applications, users of computer aided design systems are very often in...
This paper introduces a new rigidification method-using interval constraint programming techniques- ...
WOSInternational audienceAn interval problem is a problem where the unknown variables take interval ...
In advanced computer-aided design systems, an object is defined by a finite collection of points, li...
In parametric design, changing values of parameters to get different solution instances to the probl...
We are concerned with interval constraints: solving constraints among real unknowns in such a way th...
a b s t r a c t An interval problem is a problemwhere the unknown variables take interval values. Su...
Constraint programming is often associated with solving problems over finite domains. Many applicati...
Abstract. This paper proposes two algorithms for solving geometric constraint systems. The first alg...
Abstract. The idea of interval arithmetic, proposed by Moore, is to enclose the exact value of a rea...
In this paper we demonstrate how Interval Analysis and Constraint Logic Programming can be used to o...
of radicals using rationals, unication. Abstract. Constraint Logic Programming can be advantageously...
A reliable symbolic-numeric algorithm for solving nonlinear systems over the reals is designed. The ...