The long-term behavior of the p-adic Sigmoid Beverton-Holt dynamical systems in the projective line P¹(Q_p)

JOURNAL OF MATHEMATICAL ANALYSIS AND APPLICATIONS（2024）

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摘要

In this paper we study the long-term behavior of the p-adic dynamical systems associated with the Sigmoid Beverton-Holt model that arises in population dynamics. The corresponding fixed points, maximal Siegel disks, attractors, and periodic trajectories are analyzed in the projective line P1 (Qp). Moreover, the Julia and Fatou sets associated with these dynamical systems are also examined. & COPY; 2023 Elsevier Inc. All rights reserved.

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关键词

Sigmoid Beverton-Holt,p-Adic discrete dynamical system,Julia set,Fatou set,Attractor,Periodic trajectories

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The long-term behavior of the p-adic Sigmoid Beverton-Holt dynamical systems in the projective line P1(Qp)

The long-term behavior of the p-adic Sigmoid Beverton-Holt dynamical systems in the projective line P¹(Q_p)