Shooting method in ordinary differential equation
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Abstract (EN)
This is a shooting method applied to the solution of boundary value problems (linear and nonlinear) for second order ordinary differential equations. In linear problems, this method is reduced to two initial-value problems. In nonlinear problems, additionally to the initial value problem, one-step difference methods and iterative methods are used. The methods are supported by numerical examples.
Author
Süleyman Safa Kefçi
How to Cite
Süleyman Safa Kefçi (Master Thesis). Shooting method in ordinary differential equation, 2019, Erzincan Binali Yıldırım University.
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