Ran Levi

Mathematics

1. Classifying Space 100%
2. Homology 72%
3. Loop Space 71%
4. Compact Group 68%
5. Finite Group 47%
6. P-compact Group 46%
7. Fusion 44%
8. Homotopy 42%
9. Adams Operations 40%
10. Cohomology 31%
11. Compact Lie Group 30%
12. Homotopy Theory 22%
13. Poset 22%
14. Digraph 21%
15. Unstable 21%
16. Finite P-group 17%
17. Chain 16%
18. Subgroup 16%
19. Group Cohomology 16%
20. Decompose 15%
21. Fiber 14%
22. Linking 14%
23. Filtration 13%
24. Injective 13%
25. Simplicial Complex 12%
26. Tournament 12%
27. Wedge 12%
28. Discrete Model 12%
29. Brain 11%
30. Hopf Algebra 10%
31. Automorphism 9%
32. Inverse Limit Space 8%
33. Binary 8%
34. Dynamic Graphs 8%
35. Existence and Uniqueness 8%
36. Odd 8%
37. Topology 8%
38. Outer Automorphism Groups 8%
39. Amalgam 7%
40. Steenrod Algebra 7%
41. Invariant 7%
42. Weyl Group 7%
43. Coalgebra 7%
44. Model 7%
45. Nerve 7%
46. Algebraic object 7%
47. Universal Cover 7%
48. Homotopy Equivalence 7%
49. Computing 7%
50. Epimorphism 7%