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- SM444 Notes on Algebraic Graph Theory
- Families of Graphs
- STCON in Directed Unique-Path Graphs
- A Survey of Line Digraphs and Generalizations∗
- Spectral and Algebraic Graph Theory
- An Introduction to Graph Theory
- Characterizing Graphs of Maximum Matching Width at Most 2
- LINE GRAPHS and FLOW NETS a Thesis Presented to the Faculty Of
- Characterizing Graphs of Maximum Matching Width at Most 2 Arxiv
- Appendix a Graph Theory Background
- Discrete Mathematics
- Metric Embedding Via Shortest Path Decompositions
- Tree Decompositions and Routing Problems Bi Li
- Rings, Paths, and Cayley Graphs Daniel A
- Old and New Generalizations of Line Graphs
- Graph Algorithms
- Extended Exclusive Graph Search
- Path Graphs H
- Independence Number in Path Graphs∗
- Graph Theory Problems, Roots Can Be Found in Recreational Mathematics, As Well As a Number of Applications to Electric Circuit Boards
- A Partial K-Arboretum of Graphs with Bounded Treewidth
- Graph Theory Exercises and Problems
- A Path-Decomposition Theorem with Applications to Pricing and Covering on Trees?
- Arxiv:1905.00518V1 [Cs.DS] 1 May 2019 of Length K in N-Vertex Graphs) Can Have As Many As Ω(Nk+1) States
- Classes of Graphs with No Long Cycle As a Vertex-Minor Are Polynomially -Bounded
- Spectra of Simple Graphs
- Graphs Isomorphic to Their Path Graphs
- Graphs, Vectors, and Matrices
- Graphs and Trees Note
- Characterizing Path Graphs by Forbidden Induced Subgraphs Benjamin Lévêque, Frédéric Maffray, Myriam Preissmann
- Number Theory and Graph Theory Chapter 6
- Definitions and Examples
- On Metric Embeddings, Shortest Path Decompositions and Face Cover of Planar Graphs
- Shortest Paths in Digraphs of Small Treewidth. Part II: Optimal Parallel Algorithms’
- 1 Introduction 2 Maximum Independent Set 3 Pathwidth And
- Trees and Distance, Graph Theory, Networks and Applications, MAA600
- Characterizing Width Two for Variants of Treewidth
- 1 Connected Simple Graphs on Four Vertices
- Introduction to Graph Theory
- Classifying Graph Lie Algebras
- Edge-Connectivity in Pk -Path Graphs
- Symmetry in Graph Theory
- Graph Theory
- Reconstructing a Graph from Path Traces
- Classes of Graphs with No Long Cycle As a Vertex-Minor Are Polynomially
- On the Isometric Path Partition Problem
- Lecture 5: Basics of Graph Theory
- Tree++: Truncated Tree Based Graph Kernels
- (1) Let G Be a Simple Graph Where the Vertices Correspond to Each of The
- STCON in Directed Unique-Path Graphs