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18 résultats avec le mot-clé: 'hybrid evolutionary search minimum sum coloring problem graphs'

Hybrid evolutionary search for the minimum sum coloring problem of graphs

The proposed algorithm relies on a joint use of two dedicated crossover operators to generate offspring solutions and an iterated double-phase tabu search procedure to improve

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Hybrid evolutionary search for the minimum sum coloring problem of graphs

The proposed algorithm relies on a joint use of two dedicated crossover operators to generate offspring solutions and an iterated double-phase tabu search procedure to improve

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2022
Greedy Algorithms for the Minimum Sum Coloring Problem

We propose two families of greedy algorithms for solving MSCP, and suggest improvements to the two greedy algorithms most often referred to in the literature for solving the

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Algorithms for the minimum sum coloring problem: a review

HESA is also a hybrid search algorithm [24] that alternates between feasible and infea- sible regions of the search space. HESA relies on a double-crossover recombination method and

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A memetic algorithm for the minimum sum coloring problem

This algorithm combines an original crossover based on the union of independent sets proposed in [1] and local search techniques dedicated to the minimum sum coloring problem

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1.3μm single-mode VCSEL-by-VCSEL optical injection-locking for enhanced microwave performance

Despite the appearance of VCSELs functioning at 25 [1] and 35 Gbit/s [2], optical injection-locking can be utilized to overcome obstacles such as direct-modulation induced

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Hybrid metaheuristic algorithms for sum coloring and bandwidth coloring

7 SBTS: Swap-Based Tabu Search for maximum independent set This Appendix presents a general swap-based tabu search SBTS heuristic for the maximum independent set problem MIS, which

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Un imaginaire pur non nul sera fix´e `a partir de la questionII.4

Universit´ e Paris 7-Denis Diderot Alg` ebre et G´ eom´ etrieM. Licence de math´ ematiques et informatique Ann´

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Lower Bound for (Sum) Coloring Problem

The GVCP consists in finding the minimum number of colors (or equivalently the minimum number of subsets), called chromatic number χ(G), required to color (or equivalently to

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Fine-grained complexity of coloring unit disks and balls

duction from Partial 2-grid Coloring to `-Coloring on unit disk graphs. In that paper, a reduction is given from

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A one-to-one correspondence between potential solutions of the cluster deletion problem and the minimum sum coloring problem, and its application to P4 -sparse graphs

Nevertheless, when a graph G has more than one maximal sequence corresponding to partitions of its vertex set into cliques, the optimal solution for the cluster deletion problem of

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Dosimetrie van drie frequent aangevraagde CT-onderzoeken in België: multicentrische studie

Om deze reden werd deze studie in 2016 gelanceerd door het College Radiologie om op zowel de data van 2011 als van 2015 een uitgebreide analyse van de dosis uit te voeren voor CT

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Heuristic Algorithms for Graph Coloring Problems

We develop a reduction memetic algorithm (RMA) for the graph coloring problem, a feasible and infeasible search algorithm (FISA) for the equitable coloring problem, an adaptive

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- ATELIER REGIONAL ECOQUARTIER-

- Territoire à Energie Positive pour la Croissance Verte (TEPCV) avec le Ministère de l’Environnement - Contrat d’Objectifs Territoire Energie Climat (COTEC) avec l’ADEME?.

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Weighted coloring: further complexity and approximability results

Although the coloring problem is polynomial in interval graphs (since an interval graph is a chordal graph), in [4], it is proved that the Weighted Coloring problem is strongly NP-

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Weighted coloring: further complexity and approximability results

Although the coloring problem is polynomial in interval graphs (since an interval graph is a chordal graph), in [4], it is proved that the Weighted Coloring problem is strongly NP-

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Design of exact solutions for the manufacturing of "vias" using DSA technology

There are other types of graph coloring, in particular the edge coloring problem is the problem of coloring the edges of a graph with a minimum number of colors such that no two

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Mixed graph edge coloring

Furthermore, the mixed graph vertex coloring problem is a generalization of the usual coloring problem in unoriented graphs, and it has been shown to be N P -complete even in

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