Jacobi Spectral Methods for Multiple-Dimensional Singular Differential Equations

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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