Tag Dynamical Systems

Understanding the Persistence of Lyapunov Subcenter Manifolds in Dissipative Systems

The study of dynamical systems often leads to complex phenomena that, at first glance, may appear overwhelming. One such phenomenon is the persistence of Lyapunov Subcenter Manifolds (LSMs), especially under the influence of dissipative perturbations. This remarkable research contributes to… Continue Reading →

The Mean Dimension of the Dynamical System of Brody Curves: A Breakthrough in Understanding Infinite Dimensional Systems

Complex topics in mathematics can often seem daunting, but the beauty lies in the ability to break them down into more understandable concepts. In this article, we delve into a groundbreaking research paper titled “Mean dimension of the dynamical system… Continue Reading →

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