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1-4 of 4 Reviews about "
Finite Difference Methods (G.1.7...)
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Finite difference methods for the time fractional diffusion equation on non-uniform meshes
Zhang Y., Sun Z., Liao H. Journal of Computational Physics 265195-210, 2014. Type: Article
The development of numerical methods for fractional calculus is an extensive area of contemporary mathematics with various applications in semiconductors, nanophysics, plasma and thermodynamics, acoustics, and quantum optics. These lea...
Sep 8 2014
Finite difference methods for ordinary and partial differential equations: steady-state and time-dependent problems (Classics in Applied Mathematics)
LeVeque R., Society for Industrial and Applied Mathematics, Philadelphia, PA, 2007. 350 pp. Type: Book (9780898716290)
Not long ago I wrote an article [1] about how to teach numerical computation to a general audience: those individuals who would use numerical computation in their respective fields, but are not necessarily specialists in numerical anal...
Aug 4 2008
Numerical solution of the two-dimensional time independent Schrödinger equation with exponential-fitting methods
Kalogiratou Z., Monovasilis T., Simos T. Computational methods in sciences and engineering (Proceedings of the international conference, Kastoria, Greece, Sep 12-16, 2003) 262-267, 2003. Type: Proceedings
The long title of this paper already explains what the authors did, so I will just tell you how they did it. The paper describes a computationally elegant hypermatrix approach, first used by J. H. Argyris at Stuttgart in the early 1960...
Mar 29 2004
Iterative Stokes solvers in the harmonic Velte subspace
Computing 67(1): 13-33, 2001. Type: Article
The author investigates the prospect of using iterative methods for the Stokes problem in the two- and three-dimensional case. More specifically, this paper presents a study of the prospect of utilizing the decomposition of the functio...
May 30 2002
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