New Approaches to Central Problems in Euclidean Harmonic Analysis and Geometric Combinatorics

Mathematics

1. Heat Flow 100%
2. Monotonicity 61%
3. Young's Inequality 49%
4. Extension Operator 48%
5. Schrodinger Equation 48%
6. Dispersive Equations 47%
7. Oscillatory Integrals 46%
8. Hilbert Transform 42%
9. Closure Properties 42%
10. Maximal Operator 40%
11. Harmonic Analysis 39%
12. Heat 35%
13. Curve 33%
14. Norm 33%
15. Divergence 32%
16. Fourier transform 31%
17. Kakeya set 30%
18. Convolution 30%
19. Bilinear Estimates 26%
20. Infinity 25%
21. Averaging Operators 22%
22. Folding 21%
23. Pointwise Convergence 21%
24. Lorentz Spaces 20%
25. Rescaling 20%
26. Sharpness 20%
27. Integer 19%
28. Superposition 18%
29. Proof by induction 18%
30. Hausdorff Dimension 17%
31. Diffeomorphism 17%
32. Heat Equation 16%
33. Higher Dimensions 16%
34. Estimate 16%
35. Integral Operator 16%
36. Fold 16%
37. Class 16%
38. Convex Curve 16%
39. Deduce 15%
40. Radius 14%
41. Monotone 14%
42. Curvature 14%
43. Restriction 12%
44. Lower bound 12%
45. Upper bound 11%
46. Hypersurface 10%
47. Invariant 10%
48. Reverse 8%
49. Theorem 7%
50. Corollary 7%