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  1. Local tree-width
  2. Locally countable graph
  3. Locally finite graph
  4. Locally k-connected graph
  5. Locally longest with respect to M cycle
  6. Locally restricted graph
  7. Locally semicomplete digraph
  8. Locating-dominating set
  9. Locating set
  10. Location-domination number
  11. Location number
  12. Logic for expressing graph properties
  13. Loop
  14. Loop of matroid
  15. Loop region
  16. Lower independence number
  17. M-Ary tree
  18. M-Choosable graph with impropriety d
  19. M-Convex set in G
  20. M-Convexity number
  21. M-Numbering
  22. M-Нумерация
  23. MAXIMUM FLOW problem
  24. MAXIMUM INDEPENDENT SET problem
  25. MIDS problem
  26. MINIMUM FILL-IN problem
  27. MINIMUM GRAPH COLORING problem
  28. MINIMUM VERTEX COVER problem
  29. Magic labeling
  30. Magnet in a graph
  31. Magnitude of a flow
  32. Main eigenvalue
  33. Majority dominating function
  34. Majority domination number
  35. Map
  36. Mark
  37. Marked graph
  38. Marked trap
  39. Marker
  40. Marking
  41. Marking operation
  42. Marriage problem
  43. Martynyuk schemata
  44. Matching
  45. Matching equivalent
  46. Matching number
  47. Matching polynomial
  48. Matching width
  49. Matrix-tree theorem
  50. Matrix graph

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