Now showing items 1-3 of 3

    • Approximately Coloring Graphs Without Long Induced Paths 

      Chudnovsky, Maria; Schaudt, Oliver; Spirkl, Sophie; stein, maya; Zhong, Mingxian (Springer Nature, 2019)
      It is an open problem whether the 3-coloring problem can be solved in polynomial time in the class of graphs that do not contain an induced path on t vertices, for fixed t. We propose an algorithm that, given a 3-colorable ...
    • Complexity of Ck-coloring in hereditary classes of graphs 

      Chudnovsky, Maria; Huang, Shenwei; Rzazewski, Pawel; Spirkl, Sophie; Zhong, Mingxian (Elsevier, 2023-06)
      For a graph F, a graph G is F-free if it does not contain an induced subgraph isomorphic to F. For two graphs G and H, an H-coloring of G is a mapping f : V (G) → V (H) such that for every edge uv ∈ E(G) it holds that ...
    • List 3-Coloring Graphs with No Induced P6+rP3 

      Chudnovsky, Maria; Huang, Shenwei; Spirkl, Sophie; Zhong, Mingxian (Springer Nature, 2021-01-01)
      For an integer t, we let Pt denote the t-vertex path. We write H+G for the disjoint union of two graphs H and G, and for an integer r and a graph H, we write rH for the disjoint union of r copies of H. We say that a graph ...


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