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  • Universal Journal of Mathematics and Applications
  • Volume:5 Issue:4
  • Singular Perturbations of Multibrot Set Polynomials

Singular Perturbations of Multibrot Set Polynomials

Authors : Figen ÇİLİNGİR
Pages : 130-135
Doi:10.32323/ujma.1174056
View : 16 | Download : 14
Publication Date : 2022-12-29
Article Type : Research Paper
Abstract :We will give a complete description of the dynamics of the rational map $N_{F_{M_c}}insert ignore into journalissuearticles values(z);=\\frac{3z^4-2z^3+c}{4z^3-3z^2+c}$ where c is a complex parameter. These are rational maps $N_{F_{M_c}}$ arising from Newton\`s method. The polynomial of Newton iteration function is obtained from singularly perturbed of the Multibrot set polynomial.
Keywords : Newton basin, Rational iteration, Julia set, Perturbation

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