Daniel Loughran

Mathematics

1. Rational Point 100%
2. Hasse Principle 47%
3. Abelian Variety 26%
4. Compactifications 21%
5. Equivariant 21%
6. Finite Field 21%
7. Fibration 21%
8. Hypersurfaces 21%
9. Algebraic Groups 21%
10. Galois Group 21%
11. Cubic Surface 19%
12. Arithmetic 15%
13. Complete Intersection 15%
14. Finiteness 15%
15. Asymptotic Formula 15%
16. Harmonic Analysis 15%
17. Finite Set 15%
18. Projective 14%
19. Multivariate Normal Distribution 10%
20. Zeta-Functions 10%
21. Multiplicative Function 10%
22. Elliptic Surfaces 10%
23. Elliptic Curve 10%
24. Surfaces Of General Type 10%
25. Algebraic Number Theory 10%
26. Direct Product 10%
27. Diagonal 10%
28. Number Theory 10%
29. Linear Form 10%
30. Distribution Law 10%
31. Algebraic Geometry 10%
32. Height Function 10%
33. Level Structure 10%
34. Projective Space 10%
35. Local Condition 10%
36. Probability Distribution 10%
37. Gaussian Distribution 10%
38. Existence Result 10%
39. Finite Abelian Group 10%
40. Hyperbolicity 10%
41. Group Element 10%
42. Explicit Expression 10%
43. Homogeneous Space 10%
44. Weak Approximation 10%
45. Odd Order 5%
46. Arithmetic Geometry 5%
47. Total Number 5%
48. Counting Problem 5%
49. Main Result 5%
50. Asymptotic Distribution 5%