| PREFACE - C.Y. Chan
| Full Text | Paper Details | doi: 10.12532/npsc.v25i1.0 | BibTeX | |
|
|
| Haiyan Tian and Andreas Grunewald A Delta-Shaped Basis Method for Ill-Posed Nonhomogeneous Elliptic Boundary Value Problems | Full Text | Paper Details | doi: 10.12532/npsc.v25i1.1 | BibTeX | |
|
|
| W. Y. Chan and H. T. Liu Finding the Critical Domain of Multi-Dimensional Quenching Problems with Neumann Boundary Conditions | Full Text | Paper Details | doi: 10.12532/npsc.v25i1.2 | BibTeX | |
|
|
| Ratinan Boonklurb, Artit Siriroop, and Tawikan Treeyaprasert Sufficient Conditions for Multi-Dimensional Blow-Up Problem | Full Text | Paper Details | doi: 10.12532/npsc.v25i1.3 | BibTeX | |
|
|
| Ling Hei Yeung and Manwai Yuen Some Analytical Solutions for the Euler and Euler-Poisson Equations | Full Text | Paper Details | doi: 10.12532/npsc.v25i1.4 | BibTeX | |
|
|
| Wei Zhao and Martin Stoll Stability on Interpolation of Scattered Data via Kernels | Full Text | Paper Details | doi: 10.12532/npsc.v25i1.5 | BibTeX | |
|
|
| Dongfang Yun Least Squares Integration-Based RBF Method for Solving Partial Differential Equations | Full Text | Paper Details | doi: 10.12532/npsc.v25i1.6 | BibTeX | |
|
|
| Ka Chun Cheung and Leevan Ling Meshless Collocation Methods with Graph Laplacian for PDES on Folded Surface | Full Text | Paper Details | doi: 10.12532/npsc.v25i1.7 | BibTeX | |
|
|
| B. Khatri Ghimire, A. R. Lamichhane, D. Watson, and Z. Zhou Solving Fourth-Order Partial Differential Equations Using Radial Basis Function Collocation Methods | Full Text | Paper Details | doi: 10.12532/npsc.v25i1.8 | BibTeX | |
|
|
| Douglas Ks Ng, Anita Sm Wong, and Fion Wk Cheung Cancer Growth Models and its Treatment | Full Text | Paper Details | doi: 10.12532/npsc.v25i1.9 | BibTeX | |
|
|
| Siqing Li, Ming Li, and G. R. Liu Convergence Analysis and Upper Bound Property of NS-RPIM with Pure RBFS Using Voronoi Smoothing Domains | Full Text | Paper Details | doi: 10.12532/npsc.v25i1.10 | BibTeX | |
|
|
| Thir Dangal and C. S. Chen The Method of Particular Solutions for Finding Critical Domains for Quenching Problems | Full Text | Paper Details | doi: 10.12532/npsc.v25i1.11 | BibTeX | |