Advances in Dynamical Systems and Control
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This reprint compiles frontier research in dynamical systems and control, both in theoretical and application advancements. The study of dynamical systems and control is fundamental to promoting progress in engineering, and in this reprint, the topics of chaos and bifurcations, complex systems, fractional difference equations, fractional differential equations, fuzzy systems, linear systems, modeling, non-linear control systems, stability and robust stability, as well as stability of pseudo-polynomials and quasi-polynomials topics are considered.
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This reprint compiles frontier research in dynamical systems and control, both in theoretical and application advancements. The study of dynamical systems and control is fundamental to promoting progress in engineering, and in this reprint, the topics of chaos and bifurcations, complex systems, fractional difference equations, fractional differential equations, fuzzy systems, linear systems, modeling, non-linear control systems, stability and robust stability, as well as stability of pseudo-polynomials and quasi-polynomials topics are considered.
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This reprint compiles frontier research in dynamical systems and control, both in theoretical and application advancements. The study of dynamical systems and control is fundamental to promoting progress in engineering, and in this reprint, the topics of chaos and bifurcations, complex systems, fractional difference equations, fractional differential equations, fuzzy systems, linear systems, modeling, non-linear control systems, stability and robust stability, as well as stability of pseudo-polynomials and quasi-polynomials topics are considered.
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