戸松 玲治

Mathematics

1. Von Neumann Algebra 100%
2. Compact Quantum Group 82%
3. Approximation Property 57%
4. Discrete Group 55%
5. Algebra 44%
6. Quantum Groups 44%
7. Injective 33%
8. Crossed Product 32%
9. Scientific notation 29%
10. Free Action 23%
11. Subfactors 22%
12. Characterization 22%
13. Amenable Group 21%
14. Poisson Boundary 20%
15. Endomorphism 19%
16. Ultraproduct 19%
17. Group Action 18%
18. Tensor Category 18%
19. Faithful 17%
20. Positive Cone 17%
21. Arbitrary 16%
22. Compact Group 15%
23. Bimodule 15%
24. Galois 14%
25. One to one correspondence 14%
26. Square root 13%
27. Invariant 12%
28. Generalization 12%
29. Idempotent 12%
30. Compact Lie Group 12%
31. Conjugacy 12%
32. Cocycle 11%
33. If and only if 11%
34. Classify 11%
35. Correspondence 11%
36. Subgroup 10%
37. Quotient 10%
38. Locally Compact 10%
39. Flag Manifold 10%
40. Canonical Extension 9%
41. Invariant Mean 9%
42. Finite Von Neumann Algebras 9%
43. Structural Analysis 8%
44. Vanishing Theorems 8%
45. Theorem 8%
46. Amenability 8%
47. Term 7%
48. Locally Compact Group 7%