Guangming Yao
Affiliations: | The University of Southern Mississippi, Hattiesburg, MS, United States |
Area:
Computational Mathematics, Meshless Methods, OptimizationGoogle:
"Guangming Yao"
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Publications
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| Li W, Yao G, Niu J. (2019) The modified localized method of approximated particular solutions for solving elliptic equations with mixed boundary conditions on scattered data Engineering Analysis With Boundary Elements. 100: 164-174 |
| Niu J, Xu M, Yao G. (2019) An efficient reproducing kernel method for solving the Allen–Cahn equation Applied Mathematics Letters. 89: 78-84 |
| Li W, Song G, Yao G. (2017) Piece-wise moving least squares approximation ☆ Applied Numerical Mathematics. 115: 68-81 |
| Yao G, Chen C, Zheng H. (2017) A modified method of approximate particular solutions for solving linear and nonlinear PDEs Numerical Methods For Partial Differential Equations. 33: 1839-1858 |
| Yao G. (2016) An improved localized method of approximate particular solutions for solving elliptic PDEs Computers and Mathematics With Applications. 71: 171-184 |
| Chen CS, Jiang X, Chen W, et al. (2015) Fast Solution for Solving the Modified Helmholtz Equation withthe Method of Fundamental Solutions Communications in Computational Physics. 17: 867-886 |
| Li W, Liu X, Yao G. (2015) A local meshless collocation method for solving certain inverse problems Engineering Analysis With Boundary Elements. 57: 9-15 |
| Yao G, Chen CS, Li W, et al. (2015) The localized method of approximated particular solutions for near-singular two- and three-dimensional problems Computers and Mathematics With Applications |
| Yao G, Bliss KM, Crimi M, et al. (2015) Radial basis function simulation of slow-release permanganate for groundwater remediation via oxidation Journal of Computational and Applied Mathematics |
| Yao G, Duo J, Chen CS, et al. (2015) Implicit local radial basis function interpolations based on function values Applied Mathematics and Computation. 265: 91-102 |