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  Algorithms, Graphs and Combinatorics


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Pathwidth Protrusion decomposition Polynomial kernel ALGORITHME Chordal graphs Bijection Obstructions Packings in graphs Oriented graph NP-completeness Clique tree Kernelization Basis Topological minors Phylogenetics Domination Hardness of approximation Well-quasi-ordering Graph colouring Robust optimization Homomorphism Treewidth Activity Erdős–Pósa property Complexity Duality 2-distance coloring MCS Bidimensionality Graph drawing Combinatoire Branchwidth Graph decompositions Tutte polynomial Matroid GRAPHS Graph decomposition Digraphs Girth Graph coloring FPT algorithm Coloring LexBFS Permutation graphs Graph Minors Graphs Interval graphs Graphs on surfaces Oriented matroid NP-complete Algorithms Edge coloring Forests Discharging procedure Minimal triangulation Graph degeneracy Planar graphs FPT-algorithm Sparse graphs Tournaments Irrelevant vertex technique Graph modification problems Approximation algorithms Combinatorics Clique-width Analysis of algorithms Dynamic programming Memory optimization Parameterized algorithms Graph Edge contraction Non-crossing partitions Linkages Maximum average degree Graph algorithms Edge contractions First-order logic Hitting minors Single-exponential algorithm Approximation algorithm Hyperplane arrangement Linear kernels Cutwidth Oriented coloring Phylogenetic networks Graph minors Boolean mapping Parameterized complexity Computational complexity Optical networks Fixed-parameter tractability Pattern avoidance Graph theory Complexité paramétrée Planar graph Exponential Time Hypothesis Immersions 2-partition Minimum degree Coloration