Numerical solutions of a diffusion equation modeled for cancer tumor
2022
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Advisor: Doç. Dr. Zeliha Körpınar
Abstract (EN)
In this study, approximate solutions of a diffusion equation modeled for cancer tumor were investigated. The main purpose of the study is to solve different problems modeled for cancer tumor using the Residual power series method (RPSM) algorithm and to examine the results found. Graphical representations of the serial solutions are given to explain the method and demonstrate its reliability. It has been concluded that this method can be used as an alternative for approximate solutions of different cancer tumor problems.
Author
Dr. Özlem Demir
How to Cite
Özlem Demir (Master Thesis). Numerical solutions of a diffusion equation modeled for cancer tumor, 2022, Muş Alparslan University.
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