Question: Prove A* is admissible. The proof should show that: a. A* search will terminate. b. During its execution there is always a node on open

Prove A* is admissible. The proof should show that:

a. A* search will terminate.

b. During its execution there is always a node on open that lies on an optimal path to the goal.

c. If there is a path to a goal, A* will terminate by finding the optimal path.

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Heres a proof of A s admissibility addressing the points a b and c a Termination of A search Finite state space A operates on a finite graph of nodes ... View full answer

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