Boundary Hopf bifurcations in 3D Filippov systems reduce to a two-parameter piecewise-linear map family with possible chaotic attractors, supported by explicit parameter formulas and numerical characterization.
period two to period three
2 Pith papers cite this work. Polarity classification is still indexing.
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Conditions are obtained for continuity of chaotic attractors in piecewise-smooth maps, strengthening the notion of robust chaos beyond what holds for smooth unimodal maps.
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Boundary Hopf bifurcations in three-dimensional Filippov systems
Boundary Hopf bifurcations in 3D Filippov systems reduce to a two-parameter piecewise-linear map family with possible chaotic attractors, supported by explicit parameter formulas and numerical characterization.
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Robust Chaos and the Continuity of Attractors
Conditions are obtained for continuity of chaotic attractors in piecewise-smooth maps, strengthening the notion of robust chaos beyond what holds for smooth unimodal maps.