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If weights are not symmetric i.e cik =! cki, then what happens?

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If weights are not symmetric i.e cik =! cki, then what happens?

(a) network may exhibit periodic oscillations of states

(b) no oscillations as it doesn’t depend on it

(c) system is stable

(d) system in practical equilibrium

I got this question in exam.

The query is from Stability & Convergence in chapter Activation and Synaptic Dynamics of Neural Networks

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Correct answer is (a) network may exhibit periodic oscillations of states

The best I can explain: At this situation system exhibits some unwanted oscillations.

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