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A_Pumpkin
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Newton-Raphson with multiple root
I am not sure what i do is correct because i have to prove that newton-raphson used on f to find the root 0 converges linearly, yet in my octave script the algorithm converges at 0.00009 in 31 steps instead of 0 in the long run. So i dont know how to prove that it converges linearly to 0 when it doesn't even converge to 0.
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