Listar IMAC_Articles por autoría "c505a640-7bb5-4d35-96c2-a26608f00093"
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Achievable connectivities of Fatou components for a family of singular perturbations
Canela, Jordi; Jarque, Xavier; Paraschiv, Dan American Institute of Mathematical Sciences (2022-09)In this paper we study the connectivity of Fatou components for maps in a large family of singular perturbations. We prove that, for some parameters inside the family, the dynamical planes for the corresponding maps ... -
On the basins of attraction of a one-dimensional family of root finding algorithms: from Newton to Traub
Canela, Jordi; Evdoridou, Vasiliki; Garijo, Antonio; Jarque, Xavier Springer (2023)In this paper we study the dynamics of damped Traub’s methods Tδ when applied to polynomials. The family of damped Traub’s methods consists of root finding algorithms which contain both Newton’s (δ = 0) and Traub’s method ...