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Mathematics
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Graph theory
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120
Table of contents
120
1. Application-specific graphs
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Graphs
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1.1. Graph data structures
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Application-specific graphs
1.2. Trees (data structures)
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Application-specific graphs
1.3. Bratteli diagram
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Application-specific graphs
1.4. Bratteli–Vershik diagram
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Application-specific graphs
1.5. Citation graph
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Application-specific graphs
1.6. Co-stardom network
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Application-specific graphs
1.7. Code property graph
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Application-specific graphs
1.8. Collaboration graph
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Application-specific graphs
1.9. Conceptual graph
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Application-specific graphs
1.10. Configuration graph
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Application-specific graphs
1.11. Constraint graph
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Application-specific graphs
1.12. Constraint graph (layout)
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Application-specific graphs
1.13. Control-flow graph
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Application-specific graphs
1.14. Disjunctive graph
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Application-specific graphs
1.15. Eodermdrome
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Application-specific graphs
1.16. Evolutionary graph theory
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Application-specific graphs
1.17. Factor graph
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Application-specific graphs
1.18. Graph-structured stack
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Application-specific graphs
1.19. Ingredient-flavor network
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Application-specific graphs
1.20. Loss network
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Application-specific graphs
1.21. Prime graph
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Application-specific graphs
1.22. Process graph
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Application-specific graphs
1.23. Program dependence graph
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Application-specific graphs
1.24. Reeb graph
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Application-specific graphs
1.25. Tanner graph
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Application-specific graphs
1.26. Trellis (graph)
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Application-specific graphs
1.27. Webgraph
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Application-specific graphs
2. Graph families
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Graphs
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2.1. Intersection classes of graphs
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Graph families
2.2. Parametric families of graphs
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Graph families
2.3. Trees (graph theory)
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Graph families
2.4. Asymmetric graph
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Graph families
2.5. Bipartite graph
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Graph families
2.6. Bivariegated graph
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Graph families
2.7. Block graph
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Graph families
2.8. Bound graph
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Graph families
2.9. Cactus graph
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Graph families
2.10. Chordal bipartite graph
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Graph families
2.11. Chordal graph
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Graph families
2.12. Cluster graph
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Graph families
2.13. Comparability graph
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Graph families
2.14. Convex bipartite graph
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Graph families
2.15. Dense graph
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Graph families
2.16. Distance-hereditary graph
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Graph families
2.17. Dually chordal graph
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Graph families
2.18. Even-hole-free graph
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Graph families
2.19. Expander graph
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Graph families
2.20. Forcing graph
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Graph families
2.21. Geodetic graph
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Graph families
2.22. Halin graph
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Graph families
2.23. Hanan grid
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Graph families
2.24. Highly irregular graph
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Graph families
2.25. Homogeneous graph
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Graph families
2.26. Kronecker graph
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Graph families
2.27. Lattice graph
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Graph families
2.28. Leaf power
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Graph families
2.29. Linear forest
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Graph families
2.30. List of graphs by edges and vertices
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Graph families
2.31. Locally linear graph
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Graph families
2.32. Lévy family of graphs
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Graph families
2.33. Map graph
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Graph families
2.34. Meyniel graph
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Graph families
2.35. Modular graph
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Graph families
2.36. Multipartite graph
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Graph families
2.37. Outerplanar graph
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Graph families
2.38. Overfull graph
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Graph families
2.39. Pairwise compatibility graph
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Graph families
2.40. Panconnectivity
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Graph families
2.41. Parity graph
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Graph families
2.42. Planar graph
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Graph families
2.43. Ptolemaic graph
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Graph families
2.44. Quasi-bipartite graph
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Graph families
2.45. Scale-free network
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Graph families
2.46. Self-complementary graph
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Graph families
2.47. Split graph
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Graph families
2.48. Squaregraph
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Graph families
2.49. Strangulated graph
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Graph families
2.50. Strongly chordal graph
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Graph families
2.51. Threshold graph
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Graph families
2.52. Triangle-free graph
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Graph families
2.53. Trivially perfect graph
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Graph families
2.54. Universal graph
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Graph families
2.55. Well-covered graph
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Graph families
2.56. Word-representable graph
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Graph families
3. Individual graphs
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Graphs
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3.1. 120-cell
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Individual graphs
3.2. 26-fullerene graph
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Individual graphs
3.3. Berlekamp–Van Lint–Seidel graph
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Individual graphs
3.4. Brouwer–Haemers graph
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Individual graphs
3.5. Bull graph
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Individual graphs
3.6. Butterfly graph
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Individual graphs
3.7. Diamond graph
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Individual graphs
3.8. Dodecahedron
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Individual graphs
3.9. Errera graph
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Individual graphs
3.10. Goldner–Harary graph
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Individual graphs
3.11. Golomb graph
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Individual graphs
3.12. Grötzsch graph
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Individual graphs
3.13. Icosahedron
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Individual graphs
3.14. Kittell graph
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Individual graphs
3.15. Krackhardt kite graph
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Individual graphs
3.16. Loupekine snarks
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Individual graphs
3.17. M22 graph
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Individual graphs
3.18. Moser spindle
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Individual graphs
3.19. Octahedron
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Individual graphs
3.20. Poussin graph
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Individual graphs
3.21. Rado graph
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Individual graphs
3.22. Sousselier graph
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Individual graphs
3.23. Tetrahedron
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Individual graphs
3.24. Truncated icosahedron
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Individual graphs
3.25. Truncated icosidodecahedron
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Individual graphs
3.26. Truncated tetrahedron
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Individual graphs
3.27. Wiener–Araya graph
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Individual graphs
4. Infinite graphs
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Graphs
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4.1. Henson graph
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Infinite graphs
4.2. Kőnig's lemma
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Infinite graphs
5. List of graphs
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Graphs
6. Named graph
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Graphs
7. Smith graph
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Graphs
8. Table of the largest known graphs of a given diameter and maximal degree
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Graphs
Ancestors
Graph theory
Fields of mathematics
Mathematics
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