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- W3210068448 abstract "Eigenvalues are key features of dynamical systems. They exhibit qualitative and quantitative fundamental properties. Qualitatively, they describe the stability of fixed points and determine the selection of emerging patterns at unstable fixed points. Quantitatively, they describe the time constants of the dynamics of the systems under consideration close to their fixed points. These properties are illustrated for a fundamental model of dynamical systems theory and nonlinear physics: the SwiftHohenberg model. In addition, it is shown how these properties can be used to explain phenomena ranging from the dynamics of human reactions in tactile environments to the dynamics of COVID-19 epidemics. © 2021 by Nova Science Publishers, Inc. All rights reserved." @default.
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- W3210068448 date "2021-01-01" @default.
- W3210068448 modified "2023-09-26" @default.
- W3210068448 title "Fundamental properties of eigenvalues of dynamical systems and their applications: From fluid dynamics to human reactions and COVID-19 epidemics" @default.
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