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6 votes

Why is the completeness of UCS guaranteed only if the cost of every step exceeds some small positive constant?

Let's consider a problem where all edge costs are greater than zero, but not above some $\epsilon$: Image a problem where we have an infinite path where the first edge is cost $\frac{1}{2}$, the next ...
Nathan S.'s user avatar
  • 371
1 vote

Are hill climbing variations always optimal and complete?

No, they are prone to get stuck in local maxima, unless the whole search space is investigated. A simple algorithm will only ever move upwards; if you imagine you're in a mountain range, this will not ...
Oliver Mason's user avatar
  • 5,397

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