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Split graph

  • The Strong Perfect Graph Theorem

    The Strong Perfect Graph Theorem

  • Algorithms for Deletion Problems on Split Graphs

    Algorithms for Deletion Problems on Split Graphs

  • Online Graph Coloring

    Online Graph Coloring

  • Algorithmic Graph Theory Part III Perfect Graphs and Their Subclasses

    Algorithmic Graph Theory Part III Perfect Graphs and Their Subclasses

  • On the Pathwidth of Chordal Graphs

    On the Pathwidth of Chordal Graphs

  • On J-Colouring of Chithra Graphs Arxiv:1808.08661V1 [Math.GM] 27 Aug 2018

    On J-Colouring of Chithra Graphs Arxiv:1808.08661V1 [Math.GM] 27 Aug 2018

  • Differential Coloring of Graphs 163

    Differential Coloring of Graphs 163

  • 1. Introduction

    1. Introduction

  • Graph Coloring Problems

    Graph Coloring Problems

  • Arxiv:2009.11056V1 [Math.CO] 23 Sep 2020

    Arxiv:2009.11056V1 [Math.CO] 23 Sep 2020

  • Algorithmic Aspects of Some Variations of Clique Transversal and Clique Independent Sets on Graphs

    Algorithmic Aspects of Some Variations of Clique Transversal and Clique Independent Sets on Graphs

  • Subset Feedback Vertex Set in Chordal and Split Graphs

    Subset Feedback Vertex Set in Chordal and Split Graphs

  • Chromatic Polynomials for Graphs with Split Vertices

    Chromatic Polynomials for Graphs with Split Vertices

  • Fast Diameter Computation Within Split Graphs Guillaume Ducoffe, Michel Habib, Laurent Viennot

    Fast Diameter Computation Within Split Graphs Guillaume Ducoffe, Michel Habib, Laurent Viennot

  • On Chordal-K-Generalized Split Graphs

    On Chordal-K-Generalized Split Graphs

  • Exclusive Graph Searching Vs. Pathwidth Euripides Markou, Nicolas Nisse, Stéphane Pérennes

    Exclusive Graph Searching Vs. Pathwidth Euripides Markou, Nicolas Nisse, Stéphane Pérennes

  • Probe Split Graphs Van Bang Le, H

    Probe Split Graphs Van Bang Le, H

  • Weighted and Locally Bounded List-Colorings in Split Graphs, Cographs, and Partial K-Trees Cédric Bentz

    Weighted and Locally Bounded List-Colorings in Split Graphs, Cographs, and Partial K-Trees Cédric Bentz

Top View
  • Appendix a Graph Theory Background
  • Finding Balance: Split Graphs and Related Classes
  • The Hamiltonian Cycle in $ K {1, R} $-Free Split Graphs--A Dichotomy
  • Partial Characterization of Graphs Having a Single Large Laplacian Eigenvalue
  • Token Sliding on Split Graphs∗
  • The A4-Structure of a Graph
  • Efficient Algorithms for Graphs with Few P-4'S
  • Subgraph Characterization of Red/Blue-Split Graph and K˝Onig Egerv´Ary Graphs
  • Complete Bipartite Graph, Tree Graph and Complete Split Graphanalysis Of
  • Note a Note on Hamiltonian Split Graphs Split Graphs Were Introduced in [3] Where It Was Shown That These Graphs Have a Simple C
  • Split Graphs: Combinatorial Species and Asymptotics
  • On the Edge-Colouring of Split Graphs
  • Partitions of Graphs Into One Or Two Independent Sets and Cliques
  • Linear Recognition of Pseudo-Split Graphs
  • Algorithmic and NP-Completeness Aspects of a Total Lict Domination Number of a Graph
  • Forbidden Subgraphs of Power Graphs Arxiv:2010.05198V3 [Math.CO]
  • On Clique Partitions
  • Split Graphs


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