Download Skripsi Gratis Matematika : Determining of Matric Inverse by Adomian’s Decomposition Method.

Adomian‟s Decomposition Method (ADM) is one of method which
is developed by George Adomian. This method is determined of matric
inverse using partisis system in numeric. Often, we found some
difficulties in the way of determine matric inverse, if the inverse that we
looks for are having big ordo. Because of that, we needs method that
more effective and efficient. In conducting this research, the writer used
library research as likes conducting of books or journal which relates to
Adomian‟s Decomposition Method although matric inverse.
The problem that shows in this research is how to determine matric
inverse using Adomian‟s Decomposition Method complete by the
examples.
According to the results of previous studies, the writer finds steps
of how to determine matric inverse with big ordo. Firstly, we have to
partition that ordo into matrix form 2x2 to easily in calculate and
guarantee a convergent of matric inverse.
For matric have a measurement of 2nx2n, with n even, then that
matric must be partition by symmetry. Whereas, for matric measurement
nxn or 2nx2n, with n odd, therefore that matrix which partition by
antisymmetry. Because of that Adomian‟s Decomposition using by
system iteration until matric inverse that obtained with approximation
value (approached). More and more the number of iteration, so much
closer values right the matric inverse.

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