David Hume

Mathematics

1. Coarse Geometry 100%
2. Cancellation 92%
3. Relatively Hyperbolic Groups 92%
4. Asymptotic Dimension 91%
5. Regular Map 84%
6. Graph in graph theory 80%
7. Universal Cover 78%
8. Hyperbolic Space 67%
9. Dichotomy 66%
10. Symmetric Spaces 64%
11. Compression 63%
12. Group Action 63%
13. Metric space 63%
14. Exponent 61%
15. Text 58%
16. Profile 53%
17. Cover 46%
18. Obstruction 44%
19. Isometric Embedding 37%
20. Finitely Generated Group 36%
21. Polynomial Growth 32%
22. Defining Relations 27%
23. Geometric proof 26%
24. Hyperbolic Groups 25%
25. Poset 23%
26. Maximal Subgroup 23%
27. Finite Graph 21%
28. Nilpotent Lie Group 19%
29. Closed 18%
30. Semisimple Lie Group 18%
31. Euclidean 17%
32. Quasi-isometry 17%
33. Euclidean space 17%
34. Exponential Growth 17%
35. Generalization 16%
36. Simple group 16%
37. Graph Invariants 15%
38. Sufficient 15%
39. Isometric 15%
40. Lower bound 13%
41. Analogue 13%
42. Partially Ordered Set 13%
43. Deduce 13%
44. Resolve 12%
45. Free Group 12%
46. Calculate 12%
47. Subgroup 11%
48. Vertex of a graph 11%
49. Amenable Group 11%
50. Monotone 9%