Abstract The Restrictive Taylor’s Approximation for one-dimension initial boundary value problem for parabolic partial differential equation is treated by Hassan N. A. Ismail and others in 1999 and 2003. Also two-dimensional problem is treated by the author and others in 2004 and 2006. In this work we try to solve the three-dimensional case. We prove that the local truncation error are exactly zero and found that the numerical results are satisfied .
Ismail, H., & Shafay, A. (2006). Restrictive Taylor’s Approximation for Higher Dimension IBV Problem for Parabolic PDE. The International Conference on Mathematics and Engineering Physics, 3(International Conference on Engineering Mathematics and Physics (ICMEP-3)), 1-15. doi: 10.21608/icmep.2006.29913
MLA
Hassan N. A. Ismail; Ahmed R. A. Shafay. "Restrictive Taylor’s Approximation for Higher Dimension IBV Problem for Parabolic PDE", The International Conference on Mathematics and Engineering Physics, 3, International Conference on Engineering Mathematics and Physics (ICMEP-3), 2006, 1-15. doi: 10.21608/icmep.2006.29913
HARVARD
Ismail, H., Shafay, A. (2006). 'Restrictive Taylor’s Approximation for Higher Dimension IBV Problem for Parabolic PDE', The International Conference on Mathematics and Engineering Physics, 3(International Conference on Engineering Mathematics and Physics (ICMEP-3)), pp. 1-15. doi: 10.21608/icmep.2006.29913
VANCOUVER
Ismail, H., Shafay, A. Restrictive Taylor’s Approximation for Higher Dimension IBV Problem for Parabolic PDE. The International Conference on Mathematics and Engineering Physics, 2006; 3(International Conference on Engineering Mathematics and Physics (ICMEP-3)): 1-15. doi: 10.21608/icmep.2006.29913
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