Mathematics

1. Metric Measure Space 100%
2. Maximal Function 74%
3. Supersolution 63%
4. Metric space 43%
5. Doubling Measure 40%
6. Quasi-continuity 37%
7. Quasilinear Parabolic Equations 36%
8. P-Laplace Equation 32%
9. Porous Medium Equation 29%
10. Sobolev Spaces 29%
11. Lebesgue Point 29%
12. Maximal Operator 26%
13. Functions of Bounded Variation 25%
14. Integrability 25%
15. Hardy Inequality 23%
16. Estimate 23%
17. Gradient 22%
18. Reverse Inequality 20%
19. Boundary Value 18%
20. Isoperimetric Inequality 15%
21. Zero 14%
22. Variable Exponent Sobolev Space 14%
23. Polar Set 14%
24. Weak Type Inequality 14%
25. Fractional Maximal Operator 14%
26. Hardy-Littlewood Maximal Function 14%
27. Doubling 14%
28. Nonlinear Partial Differential Equations 13%
29. Reverse Hölder Inequality 13%
30. Fast Diffusion 13%
31. Characterization 13%
32. Nonlinear Parabolic Systems 13%
33. Sobolev Gradient 13%
34. Harmonic Analysis 13%
35. Variational Solution 13%
36. Parabolic Equation 12%
37. Degenerate Elliptic Equations 12%
38. Regularity Theory 12%
39. Quasilinear Problems 12%
40. Subsolution 11%
41. Degenerate Parabolic Equation 11%
42. Radon Measure 11%
43. Sharp Inequality 11%
44. Nonlocal Equations 11%
45. Singular Problems 11%
46. Fractional 11%
47. Ball 11%
48. Local Properties 11%
49. Norm 10%
50. Variational Approach 10%