The method (HPM) for solving some problems of heat-like equations with non local boundary conditions
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Date
2019-04-23
Authors
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Journal ISSN
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Publisher
University of Eloued جامعة الوادي
Abstract
In this work initial boundary value problems are presented. The homotopy
perturbation method (HPM) is used for solving some problems of heat-like equations with
non local boundary conditions. The obtained results are highly accurate. This method
provides continuous solutions in contrast to other numerical methods, like finite difference,
finite elements, spectral methods, ect. It is found that this method it is a powerful tool and
can be applied to a large class of linear and non linear problems in different fields of science
and engineering.
Description
Working paper.3rd International Conference in Operator Theory, PDE and Applications. April 23-24- 2019. Faculty of Exact Science. Mathematics Department. University of ElOued
Keywords
Homotopy perturbation method (HPM), partial differential equations, initial boundary value problems, non local boundary conditions
Citation
Benaddi, Hadda. Cheniguel, Ahmed. The method (HPM) for solving some problems of heat-like equations with non local boundary conditions. 3rd International Conference in Operator Theory, PDE and Applications. April 23-24- 2019. Faculty of Exact Science. Mathematics Department. University of ElOued. [visited in ../../….]. available from [copy the link here]