小澤 徹

Mathematics

1. Cauchy Problem 100%
2. Nonlinear Equations 91%
3. Nonlinearity 66%
4. Smoothing Effect 63%
5. Regularity Criterion 63%
6. Scattering 56%
7. Strichartz Estimates 49%
8. Global Existence 45%
9. Global Solution 42%
10. Sobolev Spaces 40%
11. Hartree Equation 36%
12. Ginzburg-Landau Model 33%
13. Strong Solution 31%
14. Estimate 29%
15. Energy 28%
16. Cauchy 27%
17. Life Span 25%
18. Fractional 24%
19. Existence and Uniqueness 23%
20. Weak Solution 22%
21. Klein-Gordon Equation 21%
22. Gauge 21%
23. Interaction 21%
24. Weighted Estimates 21%
25. Besov Spaces 20%
26. Blow-up of Solutions 20%
27. Regularity 20%
28. Wave Operator 19%
29. Local Well-posedness 19%
30. Term 19%
31. Wave equation 18%
32. Local Solution 18%
33. Decay 18%
34. Blow-up 18%
35. Finite Time Blow-up 17%
36. Range of data 17%
37. Leibniz' rule 17%
38. Ginzburg-Landau 16%
39. Interpolation Inequality 16%
40. Gauge Invariance 16%
41. Infinity 16%
42. Liquid Crystal 16%
43. Schrodinger Equation 15%
44. Weighted Sobolev Spaces 15%
45. Bilinear Estimates 15%