Jacobi Spectral Methods for Multiple-Dimensional Singular Differential Equations
Abstract
Jacobi polynomial approximations in multiple dimensions are investigated. They are applied to numerical solutions of singular differential equations. The convergence analysis and numerical results show their advantages.
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Jacobi Spectral Methods for Multiple-Dimensional Singular Differential Equations. (2003). Journal of Computational Mathematics, 21(3), 325-338. https://global-sci.com/index.php/JCM/article/view/11559