The Greffe Method

The Greffe Method
The advantage of the Greff method is that with the application of this method there is no need to isolate the roots. You only need to get rid of multiple roots. That same calculation of the roots is conducted in a similar regular way. In addition, the method is also good for finding complex roots.
The disadvantage of the method is the need to operate with large numbers. In addition, there is not enough reliable control of the calculations and complicated assessment of the accuracy of the result.
We note that if the roots of the equation are different, but the modules of some of them are close together, then the convergence of the Greffe method (reference on http://essayforcollege.org/ college essay assistance) is very slow. In this case, such roots need to be considered as modular level and take special methods of calculation.
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chriskee
4/16/2018

2 Comments

Informative.
carlm21 - 4/17/2018, 12:44 AM
Very informative. Thanks for this, i really am glad i reviewed this. Keeping the roots save has always been a topic to discuss and solutions are being generated on regular basis. Like some days back i watched this video, they were removing the tree t oa new location with the roots with the tree. It is good
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carlm21 - 4/17/2018, 12:47 AM

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