Titlebook: Bifurcations in Continuous Piecewise Linear Differential Systems; Applications to Low- Enrique Ponce,Javier Ros,Elísabet Vela Book 2022 The

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Teruomi Miyazawa M.D.,Hiroki Nishine M.D.d by algebraic computations. More precisely, we introduce a family of PWL oscillators with all dynamics of node type, to be called nodal oscillators. As shown below, each member of the family possess the outstanding feature of being algebraically determinable, that is, all the magnitudes related wit

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Sidney Goldstein M.D.,Fareed Khaja M.D.anar case. As we will show, the analysis is more difficult, not only due to the higher dimensionality but also because a possible degeneration appears, giving rise to new bifurcations as is the saddle-node bifurcation of limit cycles, see Sect. 8.3.

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https://doi.org/10.1007/978-3-030-94968-6is bifurcation is characterized by the appearance of a non-hyperbolic equilibrium point whose linearization matrix undergoes the simultaneous crossing of a pair of complex eigenvalues and a real one through the imaginary axis of the complex plane. The equilibrium point with eigenvalues ±.. and 0 is

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