竹内 慎吾

Mathematics

1. Circular function 100%
2. Generalized Functions 88%
3. Double angle formula 75%
4. P-Laplacian 68%
5. Logistics 61%
6. Positive Solution 57%
7. Degenerate Diffusion 46%
8. Generalized Jacobian 43%
9. Jacobian Elliptic Function 41%
10. Two Parameters 39%
11. Degenerate Elliptic Equations 39%
12. Lemniscate of Bernoulli 38%
13. Stationary Solutions 38%
14. Elliptic integral 37%
15. Hyperbolic function 35%
16. Coincidence 32%
17. Maximal Solution 28%
18. Degenerate Parabolic Equation 24%
19. Eigenvalue Problem 24%
20. Comparison Principle 22%
21. Energy Method 21%
22. One-dimensional p-Laplacian 20%
23. Q-function 20%
24. Dirichlet Integral 20%
25. Behavior of Solutions 20%
26. Elliptic Equations 20%
27. P-Laplace Operator 20%
28. Quasilinear Elliptic Problems 20%
29. Sobolev Embedding 20%
30. Degenerate Problems 19%
31. Angle 19%
32. Converge 19%
33. Smooth function 18%
34. Singular Perturbation Problems 18%
35. Degenerate Equations 17%
36. Second-order Ordinary Differential Equations 17%
37. Multiplicity Results 16%
38. Sturm-Liouville Problem 16%
39. Saturation 15%
40. Comparison Theorem 15%
41. Global Attractor 15%
42. Asymptotic Behavior of Solutions 15%
43. Nontrivial Solution 15%
44. Reaction-diffusion Equations 14%
45. Variational Problem 14%
46. Diffusion equation 14%
47. Lyapunov 14%
48. Boundary Value Problem 13%
49. Dirichlet Boundary Conditions 13%
50. Asymptotic Properties 12%