Numerical Method for Solving Iterative Partial Differential Equations

Abstract

In this paper, we introduced the Newton Divided Difference Method and Backward Difference Approximation to solve iterative partial differential equations in the case of the existing numerical methods can not be used.

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E-mail: cast@kmitl.ac.th

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Podisuk, M. ., Suchatvejpoom, S. ., & Chaichuay, C. . (2018). Numerical Method for Solving Iterative Partial Differential Equations. CURRENT APPLIED SCIENCE AND TECHNOLOGY, 125-131.

References

Pelezar, A. (1968), On Some Iterative Differential Equations I, Zeszyty Naukowa UJ., Prace Mat. 12(1968), 53-56.
Pelezar, A. (1968), On Some iterative Differential Equations II, Zeszyty Naukowa UJ., Prace Mat. 13(1969), 49-51.
Pelezar, A. (1971), On Some Iterative Differential Equations III, Zenzyty Naukowa UJ., Prace Mat. 15(1971), 125-130.
Podisuk, M. (1992), Iterative Differential Equations, Ph.D. thesis, Jagiellonian University, Poland, 1992.
Wongsawasdi, J. (2002), Simple Iterative Partial Differential Equations, M.Sc. Thesis, KMITL.

Author Information

Maitree Podisuk

Department of Mathematics and Computer Science, King Mongkut’s Institute of Technology Ladkrabang , Bangkok, Thailand

Suntorn Suchatvejpoom

Department of Mathematics and Computer Science, King Mongkut’s Institute of Technology Ladkrabang , Bangkok, Thailand

Chinda Chaichuay

Department of Mathematics and Computer Science, King Mongkut’s Institute of Technology Ladkrabang , Bangkok, Thailand

Numerical Method for Solving Iterative Partial Differential Equations

Abstract

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Author Information

Maitree Podisuk

Suntorn Suchatvejpoom

Chinda Chaichuay

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