Thierry Petit
French Institute for Research in Computer Science and Automation
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Publication
Featured researches published by Thierry Petit.
principles and practice of constraint programming | 2014
Alban Derrien; Thierry Petit
Energetic Reasoning (ER) is a powerful filtering algorithm for the Cumulative constraint. Unfortunately, ER is generally too costly to be used in practice. One reason of its bad behavior is that many intervals are considered as relevant, although most of them should be ignored. In the literature, heuristic approaches have been developed in order to reduce the number of intervals to consider, leading to a loss of filtering. In this paper, we provide a sharp characterization that allows to reduce the number of intervals by a factor seven without loss of filtering.
european conference on artificial intelligence | 2012
Nicolas Beldiceanu; Mats Carlsson; Thierry Petit; Jean-Charles Régin
This paper gives an O(n log n) bound-consistency filtering algorithm for the conjunction alldifferent(V0, V1,..., Vn-1) Λ f(V0) ⊕ f(V1) ⊕ ⊕ · · · ⊕ f(Vn-1) ≤ cst, (V0, V1,..., Vn-1, cst ∈ ℕ+), where (ℕ, ⊕) is a commutative group, f is a unary function, and both ⊕ and f are monotone increasing. This complexity is equal to the complexity of the bound-consistency algorithm of the alldifferent constraint.
principles and practice of constraint programming | 2011
Thierry Petit; Jean-Charles Régin; Nicolas Beldiceanu
Given a sequence of variables X =〈x0, x1,..., xn-1〉, we consider the INCREASINGSUM constraint, which imposes ∀i e [0, n - 2] xi ≤ xi+1, and ΣxieXxi = s. We propose an Θ(n) bound-consistency algorithm for INCREASINGSUM.
principles and practice of constraint programming | 2015
Alban Derrien; Jean-Guillaume Fages; Thierry Petit; Charles Prud'Homme
This paper is originally motivated by an application where the objective is to generate a video summary, built using intervals extracted from a video source. In this application, the constraints used to select the relevant pieces of intervals are based on Allens algebra. The best state-of-the-art results are obtained with a small set of ad hoc solution techniques, each specific to one combination of the 13 Allens relations. Such techniques require some expertise in Constraint Programming. This is a critical issue for video specialists. In this paper, we design a generic constraint, dedicated to a class of temporal problems that covers this case study, among others. ExistAllen takes as arguments a vector of tasks, a set of disjoint intervals and any of the
principles and practice of constraint programming | 2012
Thierry Petit
International Journal on Artificial Intelligence Tools | 2011
Thierry Petit; Jean-Charles Régin
2^{13}
european conference on artificial intelligence | 2012
Thierry Petit
international conference on tools with artificial intelligence | 2010
Thierry Petit; Jean-Charles Régin
213 combinations of Allens relations. ExistAllen holds if and only if the tasks are ordered according to their indexes and for any task at least one relation is satisfied, between the task and at least one interval. We design a propagator that achieves bound-consistency in
international joint conference on artificial intelligence | 2013
Nina Narodytska; Thierry Petit; Mohamed Siala; Toby Walsh
principles and practice of constraint programming | 2014
Alban Derrien; Thierry Petit; Stéphane Zampelli
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French Institute for Research in Computer Science and Automation
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