Extreme Multistability in a Dynamic System with Infinitely Many 2D Hidden Attractors

<p id="p2">Extreme multistability can be understood as a dynamical behavior in which new attractors arise from infinitesimal variations in initial conditions. In this chapter, we introduce a novel continuous-time dynamical system governed by periodic signals as the main nonlinearities that converges...

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Bibliographic Details

Main Authors:	Vargas-Cabrera, Lizbeth, Félix-Beltrán, Olga G., Munoz-Pacheco, Jesus Manuel, Pham, Viet-Thanh
Format:	Book Chapter
Language:	English
Published:	IntechOpen 2026
Subjects:	Physical Sciences, Engineering and Technology
Online Access:	https://www.intechopen.com/chapters/1223952
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