Sanoe Koonprasert, Ph.D.
Affiliations: | 2003 | Montana State University, Bozeman, MT |
Area:
Mathematics, Physical OceanographyGoogle:
"Sanoe Koonprasert"Parents
Sign in to add mentor| Kenneth L. Bowers | grad student | 2003 | Montana State | |
| (The Sinc -Galerkin method for problems in oceanography.) | ||||
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Publications
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| Darlai R, Moore EJ, Koonprasert S. (2020) Andronov-Hopf and Neimark-Sacker bifurcations in time-delay differential equations and difference equations with applications to models for diseases and animal populations. Advances in Difference Equations. 2020: 190 |
| Koonprasert S, Punpocha M. (2016) More exact solutions of Hirota-Ramani partial differential equations by applying F-expansion method and symbolic computation Global Journal of Pure and Applied Mathematics. 12: 1903-1920 |
| Koonprasert S, Torvattanabun M. (2016) Multistage variational iteration method of temperature distribution for annular fins under partially wet-dry surface condition Global Journal of Pure and Applied Mathematics. 12: 2635-2650 |
| Koonprasert S, Korkiatsaku T. (2016) Finite volume method forwind-driven flow model in shallow off-shorewater with nonlinear bottom stress for various eddy viscosities Global Journal of Pure and Applied Mathematics. 12: 2523-2535 |
| Waewcharoen S, Boonyapibanwong S, Koonprasert S. (2008) Applications of 2D-nonlinear shallow water model of tsunami by using adomian decomposition method Aip Conference Proceedings. 1048: 580-584 |
| Koonprasert S, Sangsawang R. (2008) Analytical solution and symbolic computation for the temperature distribution of the annular fin under fully wet-surface condition Aip Conference Proceedings. 1048: 324-327 |
| Koonprasert S, Bowers KL. (2004) Block matrix Sinc-Galerkin solution of the wind-driven current problem Applied Mathematics and Computation. 155: 607-635 |
| Koonprasert S, Bowers KL. (2004) The fully Sinc-Galerkin method for time-dependent boundary conditions Numerical Methods For Partial Differential Equations. 20: 494-526 |