Probability, Analysis and Dynamics

Mathematics

1. Probability Theory 100%
2. Lattices 95%
3. Stochastics 75%
4. Asymptotics 67%
5. Laplace Operator 58%
6. Central Limit Theorem 56%
7. Asymmetric 52%
8. Integer 51%
9. Edge 46%
10. Gaussian Distribution 45%
11. Rigidity 45%
12. Random Variable 44%
13. Upper Bound 43%
14. Matrix 42%
15. Monte Carlo 41%
16. Variance 41%
17. Asymptotic Behavior 41%
18. Statistics 40%
19. Random Walk 39%
20. Eigenvector 38%
21. Markov Chain 36%
22. Eigenvalue 35%
23. Continued Fraction 35%
24. Nearest Neighbour 32%
25. Random Matrix 32%
26. Open Set 30%
27. Brownian Motion 29%
28. Group tests 29%
29. Main Result 28%
30. Random Matrix Theory 28%
31. Diagonal 26%
32. Bayesian 25%
33. Multifractal 25%
34. Hausdorff Dimension 25%
35. Relative Entropy 24%
36. Homogeneous Space 24%
37. Diophantine Approximation 24%
38. Boundary Condition 23%
39. Circle 23%
40. Initial Condition 23%
41. Euclidean Space 23%
42. Polynomial 22%
43. Ergodicity 22%
44. Mean Value Theorem 22%
45. Sufficient Condition 22%
46. Lebesgue Measure 21%
47. Equidistribution 21%
48. Integral 21%
49. Approximates 21%
50. Concavity 21%
51. Higher Dimensions 21%
52. Hidden Markov Models 20%