Iterative deepening depth-first search increases a bound on the number of actions, usually through . Iterative lengthening search instead bounds accumulated path cost; after an unsuccessful pass, its next bound is the least path cost among the rejected search nodes. Thus it can distinguish shallow expensive paths from deeper cheap ones.
Both repeatedly perform depth-first search and retain its small active-path storage, trading repeated work for avoiding a large search frontier. With unit step costs their bounds coincide. With unequal positive step costs, iterative deepening depth-first search finds a solution with the fewest actions, while iterative lengthening search, under the termination conditions discussed next, finds one of least total cost. Real-valued path costs can make iterative lengthening search perform many more passes than the depth-bounded method.

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