Parameterized linear systems allow for modelling and reasoning over classes of polyhedra. Collections of squares, rectangles, polytopes, and so on, can readily be defined by means of linear systems with parameters. In this paper, we investigate the problem of learning a parameterized linear system whose class of polyhedra includes a given set of example polyhedral sets and it is minimal
summary:A lower bound for the number of comparisons is obtained, required by a computational problem...
This note brings together two fundamental topics: polyhedral projection and parametric linear progra...
Polyhedral operations play a central role in constrained control. One of the most fundamental operat...
Parameterized linear systems allow for modelling and reasoning over classes of polyhedra. Collection...
Parameterized linear systems allow for modelling and reasoning over classes of polyhedra. Collection...
Extending linear constraints by admitting parameters allows for more abstract problem modeling and r...
In this paper we propose a new algorithm for learning polyhedral classifiers. In contrast to existin...
This thesis is split into two parts. In the first part on the top level is a modelchecking algorithm...
International audiencePolyhedral projection is a main operation of the polyhedron abstract domain.It...
In this paper we propose a new algorithm for learning polyhedral classifiers. In contrast to existin...
The combinatorial and geometric realization of polytopes are outlined in mathematical and computatio...
The abstract domain of polyhedra lies at the heart of many program analysis techniques. However, its...
AbstractLinear systems of an arbitrary number of inequalities provide external representations for t...
International audienceThe polyhedral model mixes recurrence equations over polyhedral domains and af...
The motivation for this paper is the integer linear programming approach to learning the structure o...
summary:A lower bound for the number of comparisons is obtained, required by a computational problem...
This note brings together two fundamental topics: polyhedral projection and parametric linear progra...
Polyhedral operations play a central role in constrained control. One of the most fundamental operat...
Parameterized linear systems allow for modelling and reasoning over classes of polyhedra. Collection...
Parameterized linear systems allow for modelling and reasoning over classes of polyhedra. Collection...
Extending linear constraints by admitting parameters allows for more abstract problem modeling and r...
In this paper we propose a new algorithm for learning polyhedral classifiers. In contrast to existin...
This thesis is split into two parts. In the first part on the top level is a modelchecking algorithm...
International audiencePolyhedral projection is a main operation of the polyhedron abstract domain.It...
In this paper we propose a new algorithm for learning polyhedral classifiers. In contrast to existin...
The combinatorial and geometric realization of polytopes are outlined in mathematical and computatio...
The abstract domain of polyhedra lies at the heart of many program analysis techniques. However, its...
AbstractLinear systems of an arbitrary number of inequalities provide external representations for t...
International audienceThe polyhedral model mixes recurrence equations over polyhedral domains and af...
The motivation for this paper is the integer linear programming approach to learning the structure o...
summary:A lower bound for the number of comparisons is obtained, required by a computational problem...
This note brings together two fundamental topics: polyhedral projection and parametric linear progra...
Polyhedral operations play a central role in constrained control. One of the most fundamental operat...