Numerical solutions of partial differential equations by finiti difference method
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Abstract (EN)
The aim of this thesis is solve partial differential equations by numerically with the finite difference method. This thesis consists of four sections. In the first section, the partial differential equation is discussed and given some general information about it. The finite difference method is applied to elliptical equations in the second part, parabolic equations in the third part and hyperbolic equations in the fourth part.
Author
Halil İbrahim Dönmez
How to Cite
Halil İbrahim Dönmez (Master Thesis). Numerical solutions of partial differential equations by finiti difference method, 2020, Recep Tayyip Erdoğan University.
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