CD Skripsi
Metode Relaksasi Newton Dan Kelakuan Dinamiknya
We discuss a Relaxation of Newton method, obtained by introducing a function
composed of the original function in an existing problem and its derivative.
This methods consists of two parameters. Certain values of the parameters
give several known iterative methods. Using Taylor expansion, we show that
the method is of order two. We compare the Relaxation of Newton method
with other known existing methods using some test functions by looking at the
number of the methods obtaining the roots of the problem and using Basins of
Attraction.
Key words: Iterative methods, order of convergence, relaxation of Newton
method, Basins of Attraction.
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