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Several attempts have been made to investigate chaotic systems with stable equilibria.
It is worth noting that systems with stable equilibria are systems with 'hidden attractors' [26 29].
This clearly shows the co-existence of two locally-asymptotically stable equilibria when (R_{0}<1).
A six-term system with stable equilibria was presented in [23].
Clearly, there exist two attractors A 1 and A 2, which are asymptotically stable equilibria.
A major feature of Eq. (7) is that it supports different kinds of asymptotically stable equilibria.
Interestingly, the six-term system with stable equilibria exhibited a double-scroll chaotic attractor [23].
Thus neural network dynamics contains locally stable equilibria in the form of stationary and oscillatory attractors.
Undesired stable equilibria in pumpkin shape balloons have been observed on experimental pumpkin shape balloons.
We analyze the fast evolutionary game model and obtain two stable equilibria.
It is shown that two stable equilibria may coexist for certain parameter values.
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CEO of Professional Science Editing for Scientists @ prosciediting.com