Analytical Approximate Solutions of High Order Singularly Perturbed BoundaryValue Problems using SemiAnalytical Numerical Methods

Mathematics

1. Adomian Decomposition Method 6%
2. Applied Mathematics 80%
3. Approximant 20%
4. Approximate Analytical Solution 100%
5. Approximate Solution 26%
6. Asymptotics 46%
7. Boundary Condition 6%
8. Boundary Layer 40%
9. Boundary Value 13%
10. Boundary Value Problems 100%
11. Computer Mathematics 53%
12. Control System 6%
13. Diffusion Process 6%
14. Dynamical System 6%
15. Finite Difference Method 13%
16. Finite Element Method 13%
17. Fourth-Order 53%
18. Fractal 6%
19. Heat Equation 20%
20. Homotopy 20%
21. Homotopy Perturbation Method 100%
22. Initial Condition 6%
23. Initial-Value Problem 6%
24. Integral Equation 6%
25. Integrodifferential Equation 6%
26. Korteweg-De Vries Equation 6%
27. Linear Problem 6%
28. Linear Programming Problem 6%
29. Linearization Method 6%
30. Mathematical Method 100%
31. Mathematical Modeling 46%
32. MATLAB 13%
33. Newton's Method 6%
34. Nonlinear Problem 26%
35. Nonlinear System 6%
36. Null 6%
37. Numerical Approximation 6%
38. Numerical Solution 13%
39. Numerical Technique 6%
40. Optimal Control Theory 26%
41. Ordinary Differential Equation 80%
42. Series Method 6%
43. Series Solution 13%
44. Shooting Method 6%
45. Singular Perturbation Problem 40%
46. Source Term 6%
47. Spline 26%
48. System Of Ordinary Differential Equations 6%
49. Transform Method 93%
50. Transformation Method 6%
51. Transformed System 6%
52. Wide Range 6%