Question: In a continuous state space, a saddle point is a point at which all partial derivatives are zero but the point is neither a minimum

In a continuous state space, a saddle point is a point at which all partial derivatives are zero but the point is neither a minimum nor a maximum; instead, it is a minimum in some directions but a maximum in others. Explain how the various continuous

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space local search algorithms in the chapter function if started at such a point.

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