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Original Articles

Iterative solution of the robbins problem using FFT methods

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Pages 243-257 | Received 07 Oct 1991, Published online: 20 Mar 2007

References

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  • Hockney , R. W. and Eastwood , J. W. 1988 . Computer Simulation using Particles , 215 – 219 . Bristol, New York : Adam Hilger/IOP .
  • Le Bail , R. C. 1972 . Use of fast Fourier transforms for solving partial differential equations in physics . J. Comput. Phys. , 9 : 440 – 440 .
  • Pickering , W. M. 1986 . An Introduction to Fast Fourier Transform Methods for Partial Differential Equations with Applications , Research Studies Press, Wiley .
  • Pickering , W. M. and Harley , P. J. 1992 . FFT Solution of the Robbins Problem . IMA Jnl. Num. Anal. , to appear in
  • Press , W. H. , Flannery , B. P. , Teukolsky , S. A. and Vetterling , W. T. 1986 . “ Ch. 12 ” . In Numerical Recipes, the art of scientific computing , Cambridge .
  • Swarztrauber , P. N. 1977 . The methods of cyclic reduction, Fourier analysis and the FACR algorithm for the discrete solution of Poisson's equation on a rectangle . SIAM Rev. , 19 : 490 – 490 .

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