István Berkes

Mathematics

1. Subsequence 100%
2. Central Limit Theorem 84%
3. Asymptotics 82%
4. Random Variable 68%
5. Asymptotic Behavior 66%
6. Partial Sum 63%
7. Petersburg 57%
8. Stable Laws 52%
9. Invariance Principle 47%
10. Permutation 47%
11. Iterated Logarithm 46%
12. Limit Theorem 42%
13. Probability Theory 39%
14. Variance 38%
15. Periodic Function 38%
16. Heavy Tail 38%
17. Empirical Process 38%
18. Diophantine Approximation 38%
19. Random Walk 38%
20. Integer 34%
21. Irrational Number 34%
22. Positive Integer 28%
23. Fourier Coefficient 28%
24. Precise Result 28%
25. Orthogonal Function 28%
26. Statistics 28%
27. Wiener Process 28%
28. Partial Sum Process 28%
29. Weak Convergence 26%
30. Uniform Distribution 25%
31. Circle 25%
32. Independent Innovation 23%
33. Autoregressive Model 23%
34. Kernel Estimator 23%
35. Classical Theory 23%
36. Banach Space 23%
37. Random Field 19%
38. Stationary Sequence 19%
39. Exchangeable Random Variables 19%
40. Stable Distribution 19%
41. Trigonometric Sums 19%
42. Maximum Likelihood Estimator 19%
43. Asymptotic Normality 19%
44. Likelihood Estimator 19%
45. Covariance 19%
46. Changepoint Detection 19%
47. Optimality 19%
48. Poisson Integral 19%
49. Greatest Common Divisor 19%
50. GCD 19%