A parametric family of chaotic systems is presented that unifies the Lorenz and Chen systems as special cases with infinitely many intermediate chaotic but not topologically equivalent systems.
On differences and similarities in the analysis of Lorenz, Chen, and Lü systems
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Generalized Lorenz Systems Family
A parametric family of chaotic systems is presented that unifies the Lorenz and Chen systems as special cases with infinitely many intermediate chaotic but not topologically equivalent systems.