In this paper we study a logistic-like and Gauss coupled maps to investigate the period-
adding phenomenon, where infinite sets of periodicity (p) form a sequence in planar …

In this paper we study the dynamical behavior of the Chebyshev–Halley methods on the
family of degree n polynomials z n+ c. We prove that, despite increasing the degree, it is still …

The goal of this paper is to study the family of singular perturbations of Blaschke products
given by $ B_ {a,\lambda}(z)= z^ 3\frac {za}{1-\overline {a} z}+\frac {\lambda}{z^ 2} $. We …

In this article, we present some recent advances in the dynamics of one variable complex
functions which are especially associated to the Julia sets, the Fatou sets, the Sigel disks …

We show the structure of the parameter space for a family of rational maps containing
Blaschke products. Through numerical simulations using the orbit of a single critical point …

Abstract We study the Chebyshev–Halley methods applied to the family of polynomials fn, c
(z)= zn+ c, for n≥ 2 and c∈ C∗. We prove the existence of parameters such that the …

Tips of tongues in the double standard family* Page 1 Nonlinearity PAPER Tips of tongues in
the double standard family* To cite this article: Kuntal Banerjee et al 2021 Nonlinearity 34 8174 …