Titlebook: Discrete Dynamical Systems; Oded Galor Book 2007 Springer-Verlag Berlin Heidelberg 2007 Discrete Dynamical Systems.Higher-order Systems.No

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Multi-Dimensional, First-Order, Linear Systems: Solution,tion for these multi-dimensional systems, and it characterizes the trajectory of the vector of state variables, in relation to the system’s steady-state equilibrium, examining the local and global (asymptotic) stability of this steady-state equilibrium.

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Multi-Dimensional, First-Order, Linear Systems: Characterization,trajectories of these systems when the matrix of coefficients has real eigenvalues and the vector of state variables converges or diverges in a monotonic or oscillatory fashion towards or away from a steady-state equilibrium that is characterized by either a saddle point or a stable or unstable (imp

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Multi-Dimensional, First-Order, Linear Systems: Characterization,roper) node. In addition, it examines the trajectories of these linear dynamical systems when the matrix of coefficients has complex eigenvalues and the system is therefore characterized by a spiral sink, a spiral source, or a periodic orbit.

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Book 2007, ecology, economics, engineering, finance, and physics. The book characterizes the fundamental factors that govern the quantitative and qualitative trajectories of a variety of deterministic, discrete dynamical systems, providing solution methods for systems that can be solved analytically and meth

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