AsPr Qinian Jin

Mathematics

1. Regularization 100%
2. Banach Space 74%
3. Posed Problem 55%
4. Posteriori 38%
5. Convergence Rate 33%
6. Gauss-Newton Method 32%
7. Hilbert Space 30%
8. Numerical Simulation 30%
9. Convergence Analysis 29%
10. Stopping Rule 28%
11. Convergence Result 27%
12. Linear Inverse Problems 24%
13. Numerical Example 17%
14. Alternating Direction Method of Multipliers 16%
15. Type Method 16%
16. Uniformly Convex 15%
17. Error Estimate 15%
18. Total Variation 12%
19. Optimality 11%
20. Approximate Solution 11%
21. Iterative Method 9%
22. Convex Analysis 9%
23. Partial Differential Equation 9%
24. Noisy Data 9%
25. Bounded Linear Operator 8%
26. Iteration Step 8%
27. Lipschitz Condition 8%
28. Step Size 8%
29. Existence Result 8%
30. True Solution 8%
31. Poisson Equation 7%
32. Numerical Experiment 6%
33. Filter Function 5%
34. Dirichlet Boundary Condition 5%
35. Missing Value 5%
36. Repeated Measurement 5%
37. Reflexivity 5%
38. Differentiability 5%
39. Gradient Flow 5%
40. Solving System 5%
41. Selection Rule 5%
42. Lagrangian 5%
43. Stochastics 5%
44. Manifold 5%
45. Evolution Equation 5%
46. Hypersurfaces 5%
47. Hyperbolic Space 5%
48. Mean Curvature 5%
49. Bifurcation Theory 5%
50. Global Bifurcation 5%