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Structural Stability of a Family of Exponential Polynomial Maps
2020
Mathematical and Computational Applications
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We perturbed a family of exponential polynomial maps in order to show both analytically and numerically their unpredictable orbit behavior. Due to the analytical form of the iteration functions the family has numerically different behavior than its correspondent analytical one, which is a topic of paramount importance in computer mathematics. We discover an unexpected oscillatory parametrical behavior of the perturbed family.
doi:10.3390/mca25020020
fatcat:pdv52u2eurg53i4avgkdzrs2j4