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International Journal of Computer Mathematics Volume 51, 1994 - Issue 3-4
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Original Articles

New lod and adi methods for the two-dimensional diffusion equation

B. J. Noye Department of Applied Mathematics, University of Adelaide, South Australia
&
K. J. Hayman Department of Applied Mathematics, University of Adelaide, South Australia
Pages 215-228 | Published online: 19 Mar 2007

Citations (7)

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Read on this site (2)

M. Dehghan. (1999) Alternating direction implicit methods for two-dimensional diffusion with a non-local boundary condition. International Journal of Computer Mathematics 72:3, pages 349-366.
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A. B. GUMEL, E. H. TWIZELL & M. A. ARIGU. (1997) PARALLEL L0-STABLE METHODS FOR THE MULTI-DIMENSIONAL DIFFUSION EQUATION. Parallel Algorithms and Applications 11:1-2, pages 13-25.
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Articles from other publishers (5)

M. Dehghan. (2002) A new ADI technique for two-dimensional parabolic equation with an integral condition. Computers & Mathematics with Applications 43:12, pages 1477-1488.
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Mehdi Dehghan. (2002) Fourth-order techniques for identifying a control parameter in the parabolic equations. International Journal of Engineering Science 40:4, pages 433-447.
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Mehdi Dehghan. (1999) Implicit locally one-dimensional methods for two-dimensional diffusion with a non-local boundary condition. Mathematics and Computers in Simulation 49:4-5, pages 331-349.
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B. J. Noye & M. Dehghan. (1999) New explicit finite difference schemes for two-dimensional diffusion subject to specification of mass. Numerical Methods for Partial Differential Equations 15:4, pages 521-534.
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B. J. Noye & M. Dehghan. (2005) A time‐splitting finite difference method for two‐dimensional diffusion with an integral condition. Communications in Numerical Methods in Engineering 10:8, pages 649-660.
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