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- Lecture 8 1 the Weak Perfect Graph Theorem
- Lecture 7 1 Perfect Graph
- Two Classes of Perfect Graphs
- The Lovász Theta Function
- Courcelle's Theorem
- Characterizing N+-Perfect Line Graphs Mariana Escalante, Graciela Nasini, Annegret Wagler
- Introduction to Graph Coloring 1 Basic Definitions and Simple Properties
- The Perfect Graph Theorem, Part 1/2
- The Graph Parameter Hierarchy
- Advanced Graph Theoretical Topics 1 Subsets, Decompositions, and Intersections
- A Survey of Χ-Boundedness
- Ramsey Numbers for Line Graphs and Perfect Graphs
- A Graph G Is Trivially Perfect If for Each Induced Subgraph H of G, the Number of Maximal Cliques of H Is Equal to the Maximum Size of an Independent Set of H
- Graphs and Discrete Structures
- The Chromatic Symmetric Functions of Trivially Perfect Graphs And
- Kernels in Perfect Line-Graphs
- MAP Estimation with Perfect Graphs
- The Perfect Graph Theorem, Part 2/2