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Two-dimensional Product Cubic Systems, Vol. VII

Self- Quadratic Vector Fields

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  • 245 Seiten
  • 9 Lesestunden

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Focusing on nonlinear dynamics, this monograph delves into cubic dynamical systems characterized by product-cubic and self-univariate quadratic vector fields. It explores equilibrium singularities and bifurcation dynamics, highlighting the emergence of saddle-source and double-saddle equilibriums. Additionally, the text discusses the interplay between saddle, sink, and source bifurcations, as well as infinite-equilibriums related to switching bifurcations, providing a comprehensive analysis for advanced studies in this area.

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Two-dimensional Product Cubic Systems, Vol. VII, Albert C.J. Luo

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Erscheinungsdatum
2024
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(Hardcover)
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