In this study, we explain that when we applied Newton’s method on , the basins of roots have finite area when , where and . Using MATLAB we obtained nice fractals in order to prove the finite basins area when . The basins for each root in Julia set is finite area of . If is even means the attracting petals of the fixed points zero and infinity are symmetric about x and y axes.
Weli Murad,Z . (2018). Finite Basin's Area Fractal via Complex Newton's Method. Kirkuk Journal of Science, 13(1), 262-272. doi: 10.32894/kujss.2018.143042
MLA
Weli Murad,Z . "Finite Basin's Area Fractal via Complex Newton's Method", Kirkuk Journal of Science, 13, 1, 2018, 262-272. doi: 10.32894/kujss.2018.143042
HARVARD
Weli Murad Z. (2018). 'Finite Basin's Area Fractal via Complex Newton's Method', Kirkuk Journal of Science, 13(1), pp. 262-272. doi: 10.32894/kujss.2018.143042
CHICAGO
Z Weli Murad, "Finite Basin's Area Fractal via Complex Newton's Method," Kirkuk Journal of Science, 13 1 (2018): 262-272, doi: 10.32894/kujss.2018.143042
VANCOUVER
Weli Murad Z. Finite Basin's Area Fractal via Complex Newton's Method. Kirkuk J. Sci.. 2018;13(1):262-272. doi: 10.32894/kujss.2018.143042
