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  1. Location number
  2. Lower independence number
  3. M-Choosable graph with impropriety d
  4. M-Convex set in G
  5. MAXIMUM FLOW problem
  6. MAXIMUM INDEPENDENT SET problem
  7. MIDS problem
  8. MINIMUM FILL-IN problem
  9. MINIMUM GRAPH COLORING problem
  10. MINIMUM VERTEX COVER problem
  11. Magic labeling
  12. Magnet in a graph
  13. Magnitude of a flow
  14. Main eigenvalue
  15. Majority dominating function
  16. Majority domination number
  17. Marked graph
  18. Marked trap
  19. Marker
  20. Marking operation
  21. Matching equivalent
  22. Matching polynomial
  23. Matching width
  24. Matrix graph
  25. Matroid connectivity
  26. Matthews graph
  27. Max-flow min-cut theorem
  28. Maximal complete subgraph
  29. Maximal dominating set
  30. Maximal domination number
  31. Maximal flow
  32. Maximal independence number
  33. Maximal packing
  34. Maximal subnet
  35. Maximally irregular graph
  36. Maximum-cardinality matching
  37. Maximum hyperflow problem
  38. Maximum matching graph
  39. Maximum neighbour
  40. Maximum neighbourhood ordering
  41. Median generalized binary split tree
  42. Median graph
  43. Memory state
  44. Menger's theorem
  45. Metric-locating-dominating set
  46. Metric-location-domination number
  47. Metric dimension
  48. Middle graph
  49. Minimal dominating graph
  50. Minimal imperfect graph

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