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nlin.CD2024
Robust chaos in a totally symmetric network of four phase oscillators
Efrosiniia Karatetskaia, Alexey Kazakov, Klim Safonov +1
We provide conditions on the coupling function such that a system of 4 globally coupled identical oscillators has chaotic attractors, a pair of Lorenz attractors or a 4-winged anal…
nlin.CD2024
Multi-winged Lorenz attractors due to bifurcations of a periodic orbit with multipliers
Efrosiniia Karatetskaia, Alexey Kazakov, Klim Safonov +1
We show that bifurcations of periodic orbits with multipliers can lead to the birth of pseudohyperbolic (i.e., robustly chaotic) Lorenz-like attractors of three differe…