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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 equilibriumI 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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