Hybrid order numerical method for homogeneous boundary conditions with variable coefficients for the solution of heat equation
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Date
2019-09
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UMT Lahore
Abstract
Fourth order numerical method is used in this thesis with variable coefficient subject to homogeneous boundary conditions for heat equation. The proposed method does not require composite, complex arithmetic. The method is L-stable and fourth-order accurate. Finally, numerical algorithm is also given and results are compared with existing ones which shows that our results are more accurate.